diff --git a/README.md b/README.md index ef91ef61..2262ed74 100644 --- a/README.md +++ b/README.md @@ -25,6 +25,28 @@ Start the MCP server in a second terminal for agent/AI integration: uv run startup_scripts/run_mcp.py --yaml configs/mcp.yaml ``` +Start only the segmentation Tango device against an existing Tango/DATA/Tiled stack: +```bash +uv run --extra segment startup_scripts/run_segmentation.py --yaml configs/Segmentation.yaml +``` + +Start the oriented-particle digital twin: + +```bash +uv run --extra diffraction python startup_scripts/run_servers.py --yaml configs/digital_twin_particles.yaml +``` + +`configs/Segmentation.yaml` sets `compute_device: cuda`. On Linux and Windows, +the `segment` extra installs PyTorch from its CUDA 13.0 package index; macOS +continues to use the normal PyPI build. The launcher fails at startup instead +of silently using the CPU when CUDA is unavailable. Install and verify on the +GPU host before launching: + +```bash +uv sync --extra segment --reinstall-package torch --reinstall-package torchvision +uv run --extra segment python -c "import torch; print(torch.__version__, torch.version.cuda, torch.cuda.is_available(), torch.cuda.get_device_name() if torch.cuda.is_available() else '')" +``` + For interactive GUI-based startup: ```bash uv run startup_guis/server_gui.py diff --git a/asyncroscopy/data/data.py b/asyncroscopy/data/data.py index 29ed8e2c..93aa4465 100644 --- a/asyncroscopy/data/data.py +++ b/asyncroscopy/data/data.py @@ -22,10 +22,13 @@ import subprocess import sys import time +from datetime import datetime from pathlib import Path, PureWindowsPath from urllib.error import URLError from urllib.request import urlopen +import h5py +from SciFiReaders import MRCReader from tango import AttrWriteType, DevState from tango.server import Device, attribute, command from tiled.client import from_uri @@ -52,7 +55,7 @@ def init_device(self) -> None: self.set_state(DevState.ON) self._host, self._port = self._parse_uri(os.environ.get("ASYNCROSCOPY_TILED_URI", DEFAULT_TILED_URI)) self._save_path = os.environ.get("ASYNCROSCOPY_ACQUISITION_DIR", DEFAULT_ACQUISITION_DIR) - self._api_key = "secret" + self._api_key = os.environ.get("ASYNCROSCOPY_TILED_API_KEY", "secret") self._tiled_process = None self._tiled_serve_path = None self._tiled_server = "yes" if self._tiled_alive() else "no" @@ -152,7 +155,8 @@ def start_tiled_server(self, timeout=30) -> str: command = [ *self._tiled_command(), "serve", "catalog", catalog_database, - "--read", self._save_path, "--public", "--api-key", self._api_key, + "--read", self._save_path, "--write", self._save_path, + "--public", "--api-key", self._api_key, "--host", self._host, "--port", str(self._port), ] self._tiled_process = subprocess.Popen(command, stdout=subprocess.DEVNULL, stderr=subprocess.STDOUT, text=True) @@ -211,6 +215,66 @@ async def register_with_tiled_client() -> None: self._tiled_server_status = "running; registered path" return key + @command(dtype_in=str, dtype_out=str) + def copy_and_register_remote_file(self, request_json: str) -> str: + """Convert a remote AutoScript MRC file to HDF5 and register it. + + The source MRC is left untouched. The HDF5 file is written under the + configured data save path and becomes visible only after an atomic + rename, so Tiled can never observe a partial conversion. + """ + request = json.loads(request_json) + source = Path(request["source_path"]).expanduser() + if source.suffix.lower() not in {".mrc", ".mrcs"}: + raise ValueError(f"Expected an MRC source file, received: {source}") + if not source.is_file(): + raise FileNotFoundError(f"Remote MRC file is not readable: {source}") + + destination_directory = Path(self._save_path).expanduser() + destination_directory.mkdir(parents=True, exist_ok=True) + detector = str(request.get("detector", "BM-Ceta")) + stamp = datetime.now().strftime("%Y%m%dT%H%M%S%f") + destination = destination_directory / f"stem_data_{detector}_{stamp}.h5" + partial = destination.with_suffix(".h5.partial") + + try: + channels = MRCReader(str(source)).read() + if "Channel_000" not in channels: + raise ValueError(f"SciFiReaders did not return Channel_000 for {source}") + source_data = channels["Channel_000"] + if len(source_data.shape) != 4: + raise ValueError(f"Expected SciFiReaders to return 4D-STEM data, received shape {source_data.shape}") + + requested_scan_shape = tuple(int(value) for value in request.get("scan_shape", [])) + if requested_scan_shape and tuple(source_data.shape[:2]) != requested_scan_shape: + raise ValueError(f"MRC scan shape {source_data.shape[:2]} does not match requested scan shape {requested_scan_shape}") + + with h5py.File(partial, "w", track_order=True) as h5: + dataset = h5.create_dataset("stem_data", shape=source_data.shape, dtype=source_data.dtype, chunks=True) + for row in range(source_data.shape[0]): + for column in range(source_data.shape[1]): + frame = source_data[row, column] + dataset[row, column] = frame.compute() if hasattr(frame, "compute") else frame + + dataset.attrs["acquisition_type"] = "stem_data" + dataset.attrs["detector"] = str(request.get("detector", "BM-Ceta")) + dataset.attrs["source_format"] = "MRC" + dataset.attrs["source_file"] = str(source) + dataset.attrs["data_type"] = str(getattr(source_data, "data_type", "image_4d")) + for name in ("dwell_time", "scan_region", "scan_shape"): + if name in request: + value = request[name] + dataset.attrs[name] = value if isinstance(value, (str, int, float, bool)) else json.dumps(value) + + h5.attrs["source_mrc_metadata_json"] = json.dumps(getattr(source_data, "original_metadata", {}), default=lambda value: value.tolist() if hasattr(value, "tolist") else str(value)) + + os.replace(partial, destination) + except Exception: + partial.unlink(missing_ok=True) + raise + + return self.register_path(str(destination)) + @command(dtype_out=str) def register_save_path(self) -> str: """Register the configured save directory with Tiled once.""" diff --git a/asyncroscopy/data/data_reader.py b/asyncroscopy/data/data_reader.py new file mode 100644 index 00000000..f888a653 --- /dev/null +++ b/asyncroscopy/data/data_reader.py @@ -0,0 +1,79 @@ +"""Shared logic for reading Tiled dataset metadata and small previews. + +Both the MCP bridge (``get_data_from_key``) and the electron microscope's +legacy byte-over-Tango command (``get_image_data_cached``) need the same +thing: given an already-resolved Tiled node, describe its shape/dtype/attrs +and a small flattened preview. This module is the one place that logic +lives; callers are responsible for resolving the Tiled client/node +themselves, since that involves a DeviceProxy in one case and an in-process +DeviceProxy in the other. +""" + +from __future__ import annotations + +from typing import Any + +import numpy as np + + +def numpy_to_python(obj: Any) -> Any: + """Recursively convert numpy types to Python types for JSON serialization.""" + if isinstance(obj, np.ndarray): + return numpy_to_python(obj.tolist()) + if isinstance(obj, np.generic): + return obj.item() + if isinstance(obj, dict): + return {k: numpy_to_python(v) for k, v in obj.items()} + if isinstance(obj, (list, tuple)): + conv = [numpy_to_python(v) for v in obj] + return tuple(conv) if isinstance(obj, tuple) else conv + return obj + + +def describe_tiled_node(key: str, uri: str, node: Any, max_values: int = 64) -> dict[str, Any]: + """Build shape/dtype/attrs metadata plus a small flattened preview for one Tiled node.""" + limit = max(0, int(max_values)) + suffix = key.rsplit(".", 1)[-1].lower() if "." in key else "unknown" + result: dict[str, Any] = { + "key": key, + "uri": uri, + "format": "hdf5" if suffix in {"h5", "hdf5"} else suffix, + "attrs": numpy_to_python(dict(getattr(node, "metadata", {}) or {})), + } + datasets: list[dict[str, Any]] = [] + + def visit(current: Any, name: str = "") -> None: + read = getattr(current, "read", None) + if callable(read): + shape = tuple(getattr(current, "shape", ()) or ()) + if limit == 0: + array = np.asarray([], dtype=getattr(current, "dtype", float)) + elif shape: + remaining = limit + slices = [] + for size in reversed(shape): + take = min(int(size), max(1, remaining)) + slices.append(slice(0, take)) + remaining = (remaining + take - 1) // take + array = np.asarray(read(tuple(reversed(slices)))) + else: + array = np.asarray(read()) + item: dict[str, Any] = { + "name": name, + "shape": list(shape or array.shape), + "dtype": str(getattr(current, "dtype", array.dtype)), + "attrs": numpy_to_python(dict(getattr(current, "metadata", {}) or {})), + "preview": numpy_to_python(array.reshape(-1)[:limit]), + } + datasets.append(item) + return + + keys = getattr(current, "keys", None) + if callable(keys): + for child_name in keys(): + child_path = f"{name}/{child_name}" if name else str(child_name) + visit(current[child_name], child_path) + + visit(node) + result["datasets"] = datasets + return result diff --git a/asyncroscopy/data/data_writer.py b/asyncroscopy/data/data_writer.py index 3bc173e0..1457f0ce 100644 --- a/asyncroscopy/data/data_writer.py +++ b/asyncroscopy/data/data_writer.py @@ -71,6 +71,8 @@ def save_acquisition( raise ValueError(f"Unsupported output_format {output_format!r}; expected '.h5' or '.tiff'") detector_list = list(detectors) if isinstance(detectors, (list, tuple)) else [detectors] data_list = list(data) if isinstance(data, (list, tuple)) else [data] + if not data_list: + raise ValueError("save_acquisition called with no data to save (empty detector/data list)") attrs_list = dataset_attrs if isinstance(dataset_attrs, list) else [dataset_attrs] * len(data_list) if output_format == ".tiff": diff --git a/asyncroscopy/instruments/electron_microscope/auto_script.py b/asyncroscopy/instruments/electron_microscope/auto_script.py index 04f98c3c..0dc50218 100644 --- a/asyncroscopy/instruments/electron_microscope/auto_script.py +++ b/asyncroscopy/instruments/electron_microscope/auto_script.py @@ -19,6 +19,7 @@ import json import math import time +from pathlib import Path import numpy as np import tango @@ -35,14 +36,16 @@ import autoscript_tem_microscope_client from autoscript_tem_microscope_client import TemMicroscopeClient from autoscript_tem_microscope_client.enumerations import EdsDetectorType - from autoscript_tem_microscope_client.enumerations import CameraType, FixedReadoutArea, RegionCoordinateSystem, ExposureTimeType + from autoscript_tem_microscope_client.enumerations import RegionCoordinateSystem, ExposureTimeType from autoscript_tem_microscope_client.structures import Region, Rectangle - from autoscript_tem_microscope_client.structures import StemAcquisitionSettings, EdsAcquisitionSettings, RunOptiStemSettings, CameraAcquisitionSettings, StemDataSettings + from autoscript_tem_microscope_client.structures import StemAcquisitionSettings, EdsAcquisitionSettings, RunOptiStemSettings, CameraAcquisitionSettings _AUTOSCRIPT_AVAILABLE = True except ImportError: _AUTOSCRIPT_AVAILABLE = False +AUTOSCRIPT_STEM_OUTPUT_DIRECTORY = Path(r"Y:\AutoScript TEM") + class AutoScriptMicroscope(ElectronMicroscope): """ @@ -187,7 +190,7 @@ def _connect_detector_proxies(self) -> None: continue try: proxy = tango.DeviceProxy(address) - proxy.set_timeout_millis(12_000) + proxy.set_timeout_millis(3_600_000 if name == "data" else 12_000) self._detector_proxies[name] = proxy self.info_stream(f"Connected to detector proxy: {name} @ {address}") except tango.DevFailed as e: @@ -276,36 +279,24 @@ def _acquire_camera_image( detector: str, readout_area: str, frame_combining: int = 1, - electron_counting: bool = True, output_format: str = ".h5", ) -> str: """ Call advanced AutoScript camera acquisition, save the adorned image, and return its DATA/Tiled key. """ - camera_detector = { - "Flucam": CameraType.FLUCAM, - "BM-Ceta": CameraType.BM_CETA, - "EF-Ceta": CameraType.EF_CETA, - "BM-Falcon": CameraType.BM_FALCON, - "EF-Falcon": CameraType.EF_FALCON, - "BM-Empad": CameraType.BM_EMPAD, - "SH-Empad": CameraType.SH_EMPAD, - "EF-CCD": CameraType.EF_CCD, - "EF-Empad": CameraType.EF_EMPAD, - }.get(detector, detector) + camera_detector = {"flucam": "Flucam", "bm-ceta": "BM-Ceta"}.get(detector.lower(), detector) fixed_readout_area = { - "Full": FixedReadoutArea.FULL, - "Half": FixedReadoutArea.HALF, - "Quarter": FixedReadoutArea.QUARTER, - }.get(readout_area, readout_area) + "full": "Full", + "half": "Half", + "quarter": "Quarter", + }.get(readout_area.lower(), readout_area) settings = CameraAcquisitionSettings( camera_detector=camera_detector, size=imsize, exposure_time=exposure_time, fixed_readout_area=fixed_readout_area, frame_combining=frame_combining, - electron_counting=electron_counting, ) adorned = self._microscope.acquisition.acquire_camera_image_advanced(settings) data_server = self._detector_proxies.get("data") @@ -318,21 +309,66 @@ def _acquire_camera_image( output_format=output_format, ) + + # the following file is COMPLETELY CORRECT, except the AutoScript acquire_stem_data_advanced is currently trash. + # it only records the origin corner of the camera, which is covered by the HAADF and ureachable at short camera lengths. + # waiting on an email back with a fix. -Austin Houston, Aug 11th 2026 + ''' def _acquire_scanned_data_advanced(self, imsize: int, dwell_time: float, detector: str, scan_region: list[float]) -> str: - """ - Trigger AutoScript advanced scanned data acquisition with a camera detector. + """Acquire AutoScript 4D-STEM data and return its registered HDF5 key.""" + data_server = self._detector_proxies.get("data") + if not AUTOSCRIPT_STEM_OUTPUT_DIRECTORY.is_dir(): + raise FileNotFoundError(f"AutoScript STEM output directory is not readable: {AUTOSCRIPT_STEM_OUTPUT_DIRECTORY}") + + files_before = set(AUTOSCRIPT_STEM_OUTPUT_DIRECTORY.glob("*.mrc")) + region = Region(RegionCoordinateSystem.RELATIVE, Rectangle(*scan_region)) + settings = StemDataSettings(dwell_time=dwell_time, detector_types=[CameraType.BM_CETA], size=imsize, region=region) + self._microscope.acquisition.acquire_stem_data_advanced(settings) + for _ in range(11): + new_files = set(AUTOSCRIPT_STEM_OUTPUT_DIRECTORY.glob("*.mrc")) - files_before + if new_files: + break + time.sleep(0.5) + + if len(new_files) != 1: + raise RuntimeError(f"Expected one new AutoScript MRC file, found {len(new_files)}") + + source_path = new_files.pop() + request = { + "source_path": str(source_path), + "detector": detector, + "scan_shape": [int(imsize), int(imsize)], + "dwell_time": float(dwell_time), + "scan_region": list(scan_region), + } + return data_server.copy_and_register_remote_file(json.dumps(request)) + ''' - AutoScript offloads the 4D scanned data storage for Ceta acquisitions, so - this command returns an acknowledgement and the settings used rather - than a local saved file path. - """ - camera_detector = CameraType.BM_CETA if detector == "BM-Ceta" else detector - settings = StemDataSettings(dwell_time=dwell_time, detector_types=[camera_detector], size=imsize, region=Region(RegionCoordinateSystem.RELATIVE, Rectangle(*scan_region))) - adorned = self._microscope.acquisition.acquire_stem_data_advanced(settings) + def _acquire_scanned_data_advanced(self, imsize: int, dwell_time: float, detector: str, scan_region: list[float]) -> str: + """Acquire 4D-STEM data by placing the probe and recording one Ceta image per scan point.""" + scan_size = int(imsize) + left, top, width, height = [float(value) for value in scan_region] + x_positions = left + (np.arange(scan_size) + 0.5) * width / scan_size + y_positions = top + (np.arange(scan_size) + 0.5) * height / scan_size + camera_detector = {"flucam": "Flucam", "bm-ceta": "BM-Ceta"}.get(detector.lower(), detector) + settings = CameraAcquisitionSettings(camera_detector=camera_detector, size=256, exposure_time=dwell_time, fixed_readout_area="Half") + starting_beam_position = self._microscope.optics.paused_scan_beam_position + frames = [] + try: + for y_position in y_positions: + for x_position in x_positions: + self._microscope.optics.paused_scan_beam_position = [float(x_position), float(y_position)] + image = self._microscope.acquisition.acquire_camera_image_advanced(settings) + frames.append(np.array(image.data, copy=True)) + finally: + self._microscope.optics.paused_scan_beam_position = starting_beam_position + + stem_data = np.stack(frames).reshape(scan_size, scan_size, 256, 256) + attrs = {"scan_shape": [scan_size, scan_size], "diffraction_shape": [256, 256], "dwell_time": float(dwell_time), "scan_region": [left, top, width, height], "readout_area": "Half"} data_server = self._detector_proxies.get("data") - return save_acquisition(self, data_server, "stem_data", str(detector), adorned, dataset_name="stem_data") + return save_acquisition(self, data_server, "stem_data", camera_detector, stem_data, dataset_name="stem_data", dataset_attrs=attrs) + - # test: not sure this is how we want to save def _acquire_spectrum(self, detector_name: str, exposure_time: float) -> str: settings = EdsAcquisitionSettings() settings.eds_detector = EdsDetectorType.SUPER_X diff --git a/asyncroscopy/instruments/electron_microscope/detectors/camera.py b/asyncroscopy/instruments/electron_microscope/detectors/camera.py index 7ad2a282..51532358 100644 --- a/asyncroscopy/instruments/electron_microscope/detectors/camera.py +++ b/asyncroscopy/instruments/electron_microscope/detectors/camera.py @@ -70,13 +70,6 @@ class CAMERA(Device): doc="Number of sub-frames combined by the camera (Ceta-specific).", ) - electron_counting = attribute( - label="Electron Counting", - dtype=bool, - access=AttrWriteType.READ_WRITE, - doc="Produce an electron-counted image on supported counting detectors.", - ) - output_format = attribute( label="Output Format", dtype=str, @@ -98,7 +91,6 @@ def init_device(self) -> None: self._readout_area: str = "Full" self._camera_detector: str = "BM-Ceta" self._frame_combining: int = 1 - self._electron_counting: bool = True self._output_format: str = ".h5" self.info_stream("CAMERA device initialised") @@ -149,12 +141,6 @@ def write_frame_combining(self, value: int) -> None: raise ValueError("frame_combining must be at least 1") self._frame_combining = value - def read_electron_counting(self) -> bool: - return self._electron_counting - - def write_electron_counting(self, value: bool) -> None: - self._electron_counting = value - def read_output_format(self) -> str: return self._output_format diff --git a/asyncroscopy/instruments/electron_microscope/digital_twin.py b/asyncroscopy/instruments/electron_microscope/digital_twin.py index fc6bbc57..d6e2c2fb 100644 --- a/asyncroscopy/instruments/electron_microscope/digital_twin.py +++ b/asyncroscopy/instruments/electron_microscope/digital_twin.py @@ -16,6 +16,7 @@ from tango.server import Device, attribute, device_property from asyncroscopy.instruments.electron_microscope.electron_microscope import ElectronMicroscope +from asyncroscopy.instruments.electron_microscope.detectors.camera import CAMERA from asyncroscopy.data.data_writer import save_acquisition DEFAULT_ACQUISITION_DIR = "outputs/tiled_acquisitions" @@ -129,6 +130,7 @@ def _connect(self): def _connect_detector_proxies(self) -> None: """Build DeviceProxy objects for each configured detector device.""" addresses: dict[str, str] = { + "camera": self.camera_device_address, "eds": self.eds_device_address, "stage": self.stage_device_address, "scan": self.scan_device_address, @@ -529,6 +531,25 @@ def _acquire_scanned_image( images.append(image) return save_acquisition(self, data_server, "stem_image", detector_list, images, output_format=output_format) + def _acquire_camera_image( + self, + imsize: int, + exposure_time: float, + detector: str, + readout_area: str, + frame_combining: int = 1, + electron_counting: bool = True, + output_format: str = ".h5", + ) -> str: + """Simulate a single-shot camera acquisition. + + DigitalTwin only models STEM-probe imaging (see _render_stem_image), not a + separate TEM-mode camera; reuse the same HAADF renderer as + acquire_scanned_image so acquire_camera_image returns a usable fake image + instead of the "unsupported" error from the base ElectronMicroscope class. + """ + return self._acquire_scanned_image(int(imsize), float(exposure_time), ["haadf"], [0.0, 0.0, 1.0, 1.0], output_format) + def _simulate_spectrum(self, detector_name: str, exposure_time: float) -> dict[str, float]: """Simulate EDS spectrum acquisition at the current beam position weighted by surrounding particles.""" self._sync_stage_from_proxy() @@ -587,7 +608,15 @@ def _acquire_spectrum(self, detector_name: str, exposure_time: float) -> str: spectrum = self._simulate_spectrum(detector_name, exposure_time) data_server = self._detector_proxies.get("data") spectrum_array = np.array(list(spectrum.values()), dtype=np.float64) - return save_acquisition(self, data_server, "spectrum", detector_name, spectrum_array, dataset_name="spectrum") + return save_acquisition( + self, + data_server, + "spectrum", + detector_name, + spectrum_array, + dataset_name="spectrum", + dataset_attrs={"elements": list(spectrum.keys())}, + ) def _place_beam(self, position) -> None: """Place the electron beam at the specified [x, y] coordinates.""" @@ -634,6 +663,35 @@ def _move_stage(self, position): self._stage_position = target self._update_view_cache(force=False) + def _get_parameters(self) -> str: + """Return all simulated status parameters as a JSON string. + + The base class exposes this through the get_parameters Tango command, + which is typed DevString — returning a dict (or the inherited abstract + stub's None) makes the command fail with a Tango translation error. + + The detector keys are deliberately split by what they mean: device_proxies + are the twin's connected settings devices (scan, stage, data, ... — not + detectors), scan_detectors is what the twin's STEM renderer actually + produces (a simulated HAADF signal, whatever label is requested), + spectrum_detectors is what acquire_spectrum accepts, and camera_detectors + are the names the CAMERA device validates writes against. An earlier + draft published the proxy keys under a "detectors" key, which told an + agent that "stage" and "data" were detectors it could scan with. + """ + self._sync_stage_from_proxy() + parameters = { + "manufacturer": self._manufacturer, + "stem_mode": bool(self._stem_mode), + "defocus_m": float(self._defocus), + "device_proxies": sorted(self._detector_proxies.keys()), + "scan_detectors": ["haadf"], + "spectrum_detectors": ["eds"], + "camera_detectors": sorted(CAMERA._CAMERA_DETECTORS), + **self._viewport_metadata(), + } + return json.dumps(parameters) + def get_viewport_metadata(self) -> str: """Return JSON-formatted metadata regarding the current simulation viewport and environment state.""" self._sync_stage_from_proxy() diff --git a/asyncroscopy/instruments/electron_microscope/digital_twin_diffraction.py b/asyncroscopy/instruments/electron_microscope/digital_twin_diffraction.py index 6a65d03d..278bfb2c 100644 --- a/asyncroscopy/instruments/electron_microscope/digital_twin_diffraction.py +++ b/asyncroscopy/instruments/electron_microscope/digital_twin_diffraction.py @@ -329,7 +329,6 @@ def _acquire_camera_image( detector: str, readout_area: str, frame_combining: int = 1, - electron_counting: bool = True, output_format: str = '.h5', ) -> str: particle, rattle_value = self._beam_particle() @@ -346,7 +345,6 @@ def _acquire_camera_image( 'exposure_time': float(exposure_time), 'readout_area': str(readout_area), 'frame_combining': int(frame_combining), - 'electron_counting': bool(electron_counting), } if particle is not None: attrs.update( diff --git a/asyncroscopy/instruments/electron_microscope/digital_twin_beta.py b/asyncroscopy/instruments/electron_microscope/digital_twin_particles.py similarity index 88% rename from asyncroscopy/instruments/electron_microscope/digital_twin_beta.py rename to asyncroscopy/instruments/electron_microscope/digital_twin_particles.py index 4b73ffda..5247b894 100644 --- a/asyncroscopy/instruments/electron_microscope/digital_twin_beta.py +++ b/asyncroscopy/instruments/electron_microscope/digital_twin_particles.py @@ -1,23 +1,24 @@ """ -Digital twin version of AutoScriptMicroscope for HAADF-EDX. +Particle digital twin for HAADF-EDX. Useful for testing and development without requiring AutoScript hardware. """ - -import json +from __future__ import annotations import numpy as np -import pyTEMlib.probe_tools as pt import pyTEMlib.image_tools as it +import pyTEMlib.probe_tools as pt import tango from tango import AttrWriteType, DevState -from tango.server import Device, attribute +from tango.server import attribute, device_property + +from asyncroscopy.data.data_writer import save_acquisition +from asyncroscopy.instruments.electron_microscope.digital_twin import DigitalTwin -from asyncroscopy.instruments.electron_microscope.electron_microscope import ElectronMicroscope -class DigitalTwinBeta(ElectronMicroscope): +class DigitalTwinParticles(DigitalTwin): """ Detector-specific settings (dwell time, resolution) are stored in dedicated detector devices and read via DeviceProxy at acquisition time. @@ -26,14 +27,18 @@ class DigitalTwinBeta(ElectronMicroscope): # ------------------------------------------------------------------ # Device properties — configure in Tango DB per deployment # ------------------------------------------------------------------ - + world_imsize = device_property( + dtype=int, + default_value=128, + doc="Number of voxels along each lateral axis of the persistent particle world.", + ) # ------------------------------------------------------------------ # Attributes # ------------------------------------------------------------------ # not finishded manufacturer = attribute( - label="DigitalTwinBeta", + label="DigitalTwinParticles", dtype=str, doc="Simulation backend", ) @@ -54,42 +59,31 @@ class DigitalTwinBeta(ElectronMicroscope): # ------------------------------------------------------------------ def init_device(self) -> None: - Device.init_device(self) - self.set_state(DevState.INIT) - - # Internal state - self._stem_mode = True - self._detector_proxies = {} - self._manufacturer = "UTKTeam" - self._beam_pos_x = 0.5 - self._beam_pos_y = 0.5 - self._defocus = 0.0 + """Initialize the current digital-twin contract and particle world.""" + super().init_device() + self._manufacturer = "UTKTeam Particle Digital Twin" self._particle_records = [] - self._imsize = 512 - self._fov = 200e-10 # meters, i.e. 200 angstroms - self._stage_position = np.random.rand(3) * 1e-6 # random initial stage position in meters - - self._connect() - + def _connect(self): - """Simulate connection by connecting to detector proxies.""" + """Connect the current support devices and build the persistent world.""" self._connect_detector_proxies() + np.random.seed(int(self.sample_seed)) + self._make_sample_recipe() + self._cook_sample_recipe() self.set_state(DevState.ON) def _connect_detector_proxies(self) -> None: """Build DeviceProxy objects for each configured detector device.""" - # Extend this dict as more detectors are added - # later, we want to do this automatically, not with a dictionary. addresses: dict[str, str] = { - "AdvancedAcquistion": self.advanced_acquisition_device_address, "eds": self.eds_device_address, "stage": self.stage_device_address, "scan": self.scan_device_address, + "corrector": self.corrector_device_address, + "data": self.data_device_address, } - print(addresses) for name, address in addresses.items(): - if not address: # <-- minimal fix + if not address: self.info_stream(f"Skipping {name}: no address configured") continue try: @@ -138,11 +132,13 @@ def _acquire_scanned_image( dwell_time: float, detector_list: list[str] = ["haadf"], scan_region: list[float] = [0.0, 0.0, 1.0, 1.0], - ) -> np.ndarray: + output_format: str = ".h5", + ) -> str: """ Acquire a simulated STEM image using the pre-cooked sample state. Requires _cook_sample_recipe() to have been called immediately before this. """ + self._cook_sample_recipe() size = imsize self._imsize = imsize fov = self._fov * 1e10 # Å @@ -301,7 +297,24 @@ def lowfreq_noise(image, noise_level=0.1, freq_scale=0.1): blur_noise = lowfreq_noise(noisy_image, noise_level=0.1, freq_scale=0.1) noisy_image += blur_noise * blur_noise_level - return np.array(noisy_image, dtype=np.float32) + image = np.array(noisy_image, dtype=np.float32) + detectors = [detector.upper() for detector in detector_list] + images = [image.copy() for _detector in detectors] + return save_acquisition( + self, + self._detector_proxies.get("data"), + "stem_image", + detectors, + images, + dataset_attrs={ + "sample_type": "oriented_particles", + "particle_count": len(self._particle_lookup), + "world_shape": list(self._world_shape), + "voxel_size_angstrom": float(self._vox_size), + "stage_position": list(self._get_stage()), + }, + output_format=output_format, + ) def _make_sample_recipe(self): """ @@ -317,9 +330,9 @@ def _make_sample_recipe(self): # ── World geometry ────────────────────────────────────────────────────────── fov_ang = self._fov * 1e10 # Angstroms, lateral world_z_ang = fov_ang * 0.5 # thin slab, same as _acquire_scanned_image - vox_size = fov_ang / self._imsize # Angstroms per voxel (isotropic) + nx = ny = max(16, int(self.world_imsize)) + vox_size = fov_ang / nx # Angstroms per voxel (isotropic) - nx = ny = self._imsize nz = max(1, int(round(world_z_ang / vox_size))) # ── Particle parameters (mirror _acquire_scanned_image) ──────────────────────── @@ -327,7 +340,7 @@ def _make_sample_recipe(self): radius_std = 2.0 aspect_ratio = 0.4 min_separation = 3.0 - n_particles = 40 + n_particles = max(1, int(self.sample_particle_count)) max_attempts = 500 desired_angles = [(0, 0, 0), (60, 0, 0), (45, 45, 45)] @@ -362,7 +375,7 @@ def rotation_matrix(alpha, beta, gamma): radius = np.clip(np.random.normal(particle_radius, radius_std), 3.0, None) margin = radius + 2.0 - sample_fov = (fov_ang * 1.5, fov_ang * 1.5, world_z_ang) + sample_fov = (fov_ang, fov_ang, world_z_ang) cx = np.random.uniform(margin, sample_fov[0] - margin) cy = np.random.uniform(margin, sample_fov[1] - margin) @@ -459,7 +472,7 @@ def rotation_matrix(alpha, beta, gamma): all_symbols.extend(symbols) all_positions = np.vstack(all_positions) - cell = [fov_ang * 1.5, fov_ang * 1.5, world_z_ang] + cell = [fov_ang, fov_ang, world_z_ang] atoms_object = Atoms( symbols=all_symbols, positions=all_positions, @@ -504,6 +517,9 @@ def _cook_sample_recipe(self): stage = self._detector_proxies.get("stage") x_m, y_m, z_m = stage.x, stage.y, stage.z # metres alpha_deg, beta_deg = stage.alpha, stage.beta # degrees + self._stage_position = np.asarray( + [x_m, y_m, z_m, alpha_deg, beta_deg], dtype=np.float64 + ) # Convert translation to Angstroms x_ang = x_m * 1e10 @@ -612,7 +628,7 @@ def _Rx(deg): 'projected_thickness': projected_thickness_ang, # (nx, ny) – Å of material } - def _acquire_spectrum(self, detector_name: str, exposure_time: float): + def _acquire_spectrum(self, detector_name: str, exposure_time: float) -> str: px, py = self.read_beam_pos() # fractional [0, 1] px_pix = px * self._imsize py_pix = py * self._imsize @@ -623,10 +639,30 @@ def _acquire_spectrum(self, detector_name: str, exposure_time: float): if (px_pix - cx)**2 + (py_pix - cy)**2 <= r**2: raw = {el: frac for el, frac in rec['composition'].items()} total = sum(raw.values()) - return json.dumps({el: v / total + np.random.normal(0.01, 0.1) for el, v in raw.items()}) + spectrum = { + el: max(0.0, v / total + np.random.normal(0.01, 0.1)) + for el, v in raw.items() + } + break + else: + all_elements = { + el for rec in self._particle_records for el in rec['composition'] + } + spectrum = { + el: float(np.abs(np.random.normal(0, 0.05))) + for el in all_elements + } - all_elements = {el for rec in self._particle_records for el in rec['composition']} - return json.dumps({el: np.abs(np.random.normal(0, 0.05)) for el in all_elements}) + elements = sorted(spectrum) + return save_acquisition( + self, + self._detector_proxies.get("data"), + "spectrum", + detector_name, + np.asarray([spectrum[element] for element in elements], dtype=np.float64), + dataset_name="spectrum", + dataset_attrs={"elements": elements, "exposure_time": float(exposure_time)}, + ) def _place_beam(self, position) -> None: @@ -639,8 +675,13 @@ def _place_beam(self, position) -> None: def _set_fov(self, fov) -> None: """set field of view in meters""" - # For the digital twin, we can just store this as a property and use it in acquisition simulations. - self._fov = fov + self._fov = float(fov) + np.random.seed(int(self.sample_seed)) + self._make_sample_recipe() + self._cook_sample_recipe() + + def _get_fov(self) -> float: + return float(self._fov) def _set_defocus(self, defocus) -> None: """Set defocus in meters.""" @@ -657,16 +698,12 @@ def _get_stage(self): def _move_stage(self, position): """Move stage to [x, y, z, alpha, beta], with x/y/z in meters and tilts in degrees.""" - self.old_pos = self._stage_position - - # shift the particle records/ atoms object positions by this much, negative - - random_shift = np.random.normal(0, 5e-8, size=5) - self._stage_position = position + random_shift + super()._move_stage(position) + self._cook_sample_recipe() # ---------------------------------------------------------------------- # Server entry point # --------------------------------------------------------------------- if __name__ == "__main__": - DigitalTwinBeta.run_server() + DigitalTwinParticles.run_server() diff --git a/asyncroscopy/instruments/electron_microscope/digital_twin_tilt.py b/asyncroscopy/instruments/electron_microscope/digital_twin_tilt.py index 59973363..57d85bb3 100644 --- a/asyncroscopy/instruments/electron_microscope/digital_twin_tilt.py +++ b/asyncroscopy/instruments/electron_microscope/digital_twin_tilt.py @@ -599,7 +599,6 @@ def _acquire_camera_image( detector: str, readout_area: str, frame_combining: int = 1, - electron_counting: bool = True, output_format: str = ".h5", ) -> str: self._sync_stage_from_proxy() @@ -635,7 +634,6 @@ def _acquire_camera_image( "exposure_time": float(exposure_time), "readout_area": str(readout_area), "frame_combining": int(frame_combining), - "electron_counting": bool(electron_counting), "simulation": "ASE silicon + abTEM multislice", "electron_energy_ev": float(self.electron_energy_ev), "potential_sampling_angstrom": float(self.potential_sampling_angstrom), diff --git a/asyncroscopy/instruments/electron_microscope/electron_microscope.py b/asyncroscopy/instruments/electron_microscope/electron_microscope.py index 7294deed..bcaeb988 100644 --- a/asyncroscopy/instruments/electron_microscope/electron_microscope.py +++ b/asyncroscopy/instruments/electron_microscope/electron_microscope.py @@ -81,7 +81,10 @@ def read_instrument_type(self) -> str: @abstractmethod def _connect(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _connect; " + "this vendor backend is missing the override" + ) def _disconnect(self): self._microscope = None @@ -89,11 +92,17 @@ def _disconnect(self): @abstractmethod def _connect_hardware(self) -> None: - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _connect_hardware; " + "this vendor backend is missing the override" + ) @abstractmethod def _connect_detector_proxies(self) -> None: - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _connect_detector_proxies; " + "this vendor backend is missing the override" + ) def read_stem_mode(self) -> bool: return self._stem_mode @@ -104,19 +113,40 @@ def Disconnect(self) -> None: self.set_state(DevState.OFF) self._disconnect() - @command(dtype_in=str, dtype_out=str) + @command( + dtype_in=str, + dtype_out=str, + doc_in=":param detector_name: Spectrum detector name, e.g. 'eds'.", + ) def acquire_spectrum(self, detector_name: str) -> str: """Acquire a single spectrum and return its DATA/Tiled unique id.""" detector_name = detector_name.lower().strip() proxy = self._detector_proxies.get(detector_name) + if proxy is None: + tango.Except.throw_exception( + 'UnknownDetector', + f"No spectrum detector named '{detector_name}'. " + f"Configured detector devices: {sorted(self._detector_proxies.keys())}.", + 'acquire_spectrum()', + ) return self._acquire_spectrum(detector_name, proxy.exposure_time) - @command(dtype_in=DevVarStringArray, dtype_out=str) + @command( + dtype_in=DevVarStringArray, + dtype_out=str, + doc_in=":param detector_list: Scanning detector names, e.g. ['haadf']. " + "An empty list uses ['haadf'].", + ) def acquire_scanned_image(self, detector_list: list[str] = ['haadf']) -> str: """ Acquire an image with scanning detectors and return its DATA/Tiled key. The default detector list is ['haadf']. """ + # Tango's wire protocol has no concept of "omitted", so remote callers (e.g. the + # MCP/LLM bridge) can and do send an empty list instead of relying on the Python + # default above; treat that the same as not specifying detectors. + if not detector_list: + detector_list = ['haadf'] scan = self._detector_proxies.get('scan') return self._acquire_scanned_image(scan.imsize, scan.dwell_time, detector_list, list(scan.scan_region), scan.output_format) @@ -136,7 +166,6 @@ def acquire_camera_image(self) -> str: camera.camera_detector, camera.readout_area, camera.frame_combining, - camera.electron_counting, camera.output_format, ) @@ -286,7 +315,10 @@ def _acquire_scanned_image( output_format: str = '.h5', ) -> str: """Vendor-specific scanned image acquisition implementation.""" - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _acquire_scanned_image; " + "this vendor backend is missing the override" + ) def _acquire_camera_image( self, @@ -295,7 +327,6 @@ def _acquire_camera_image( detector: str, readout_area: str, frame_combining: int = 1, - electron_counting: bool = True, output_format: str = '.h5', ) -> str: """Vendor-specific camera acquisition implementation.""" @@ -327,71 +358,122 @@ def _set_defocus(self, defocus): @abstractmethod def _get_defocus(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _get_defocus; " + "this vendor backend is missing the override" + ) @abstractmethod def _set_screen(self, position): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _set_screen; " + "this vendor backend is missing the override" + ) @abstractmethod def _set_screen_current(self, current): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _set_screen_current; " + "this vendor backend is missing the override" + ) @abstractmethod def _calibrate_screen_current(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _calibrate_screen_current; " + "this vendor backend is missing the override" + ) @abstractmethod def _get_screen_current(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _get_screen_current; " + "this vendor backend is missing the override" + ) @abstractmethod def _move_stage(self, position): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _move_stage; " + "this vendor backend is missing the override" + ) @abstractmethod def _get_stage(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _get_stage; " + "this vendor backend is missing the override" + ) @abstractmethod def _get_image_shift(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _get_image_shift; " + "this vendor backend is missing the override" + ) @abstractmethod def _get_beam_tilt(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _get_beam_tilt; " + "this vendor backend is missing the override" + ) @abstractmethod def _set_beam_tilt(self,tilt): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _set_beam_tilt; " + "this vendor backend is missing the override" + ) @abstractmethod def _get_diffraction_shift(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _get_diffraction_shift; " + "this vendor backend is missing the override" + ) @abstractmethod def _set_diffraction_shift(self, tilt): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _set_diffraction_shift; " + "this vendor backend is missing the override" + ) @abstractmethod def _get_parameters(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _get_parameters; " + "this vendor backend is missing the override" + ) @abstractmethod def _set_fov(self, fov): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _set_fov; " + "this vendor backend is missing the override" + ) @abstractmethod def _get_fov(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _get_fov; " + "this vendor backend is missing the override" + ) @abstractmethod def _auto_focus(self): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _auto_focus; " + "this vendor backend is missing the override" + ) @abstractmethod def _set_image_shift(self, shift): - pass + raise NotImplementedError( + f"{type(self).__name__} does not implement _set_image_shift; " + "this vendor backend is missing the override" + ) if __name__ == '__main__': diff --git a/asyncroscopy/instruments/electron_microscope/hardware/corrector.py b/asyncroscopy/instruments/electron_microscope/hardware/corrector.py index 2bb4c218..825d1745 100644 --- a/asyncroscopy/instruments/electron_microscope/hardware/corrector.py +++ b/asyncroscopy/instruments/electron_microscope/hardware/corrector.py @@ -1,283 +1,106 @@ -""" -Corrector device server. +"""Backend-neutral aberration-corrector Tango interface.""" -Acts as a translator between the Tango control system and the real CEOS -hardware server (JSON-RPC over netstring-framed TCP). - -Communication pattern ---------------------- -Commands sent to this device are forwarded to the CEOS hardware server as -JSON-RPC 2.0 requests, encoded in netstring format:: - - :, - -The response is decoded the same way and returned to the Tango client. - -Return convention ------------------ -All commands return DevString containing the raw JSON-RPC result payload -so that the caller can parse it as needed. - -Client-side example:: - - import json - proxy = tango.DeviceProxy("asyncroscopy/ceos/default") - - info = json.loads(proxy.get_info()) - aberrations = json.loads(proxy.get_aberrations()) - proxy.run_tableau("Fast 18") # tabType, angle — space-separated - proxy.correct_aberration("A1 0.0") # name, value — space-separated -""" +from __future__ import annotations import json -import logging -import socket -from typing import Optional - -import tango -from tango import AttrWriteType, DevState, DevEncoded, DevString -from tango.server import Device, attribute, command, device_property +from abc import abstractmethod +from typing import Any -log = logging.getLogger("CEOS_corrector") -log.setLevel(logging.INFO) +from tango import AttrWriteType, DevState, DevString +from tango.server import Device, attribute, command class CORRECTOR(Device): - """ - Tango device that wraps the CEOS corrector hardware server. + """Common Tango API implemented by real and simulated correctors. - Each command opens a short-lived TCP connection to the CEOS server, - sends a JSON-RPC 2.0 request, waits for the response, and returns the - result as a JSON string. + The public commands deliberately retain the CEOS-compatible JSON response + structure used by the existing notebooks. Concrete implementations only + supply backend operations. """ - # ------------------------------------------------------------------ - # Device properties - # ------------------------------------------------------------------ - - ceos_host = device_property( - dtype=str, - default_value="10.46.217.241", - doc="Hostname or IP address of the CEOS hardware server", - ) - - ceos_port = device_property( - dtype=int, - default_value=9092, - doc="TCP port of the CEOS hardware server", - ) - - socket_timeout = device_property( - dtype=float, - default_value=120000.0, - doc="Socket timeout in seconds for CEOS communication", - ) - - # ------------------------------------------------------------------ - # Attributes - # ------------------------------------------------------------------ - status_message = attribute( label="Status message", dtype=str, access=AttrWriteType.READ, - doc="Last status string received from the CEOS server", + doc="Last backend status string", ) - # ------------------------------------------------------------------ - # Initialisation - # ------------------------------------------------------------------ - def init_device(self) -> None: Device.init_device(self) self.set_state(DevState.INIT) - - self._message_id: int = 1 - self._last_status: str = "Uninitialised" - - self._connect() - - def _connect(self) -> None: - """Verify TCP connectivity to the CEOS server and transition to ON.""" - try: - with socket.create_connection( - (self.ceos_host, self.ceos_port), - timeout=self.socket_timeout, - ): - pass - self.info_stream( - f"CEOS server reachable at {self.ceos_host}:{self.ceos_port}" - ) - self._last_status = "Connected" - self.set_state(DevState.ON) - except OSError as exc: - self.error_stream(f"Cannot reach CEOS server: {exc}") - self._last_status = f"Connection failed: {exc}" - self.set_state(DevState.FAULT) - - # ------------------------------------------------------------------ - # Attribute read methods - # ------------------------------------------------------------------ + self._last_status = "Initialising" + self._simulation_aberrations: dict[str, Any] = {} + self._connect_backend() def read_status_message(self) -> str: return self._last_status - # ------------------------------------------------------------------ - # Public commands - # ------------------------------------------------------------------ - @command(dtype_out=DevString) def get_info(self) -> str: - """Return general information about the CEOS corrector.""" - return self._call("getInfo") - + return self._get_info() @command(dtype_in=str, dtype_out=DevString) def acquire_tableau(self, args: str) -> str: - """ - Run a correction tableau on the CEOS corrector. - - Parameters are packed into one space-separated string because - Tango scalar commands accept only one input argument:: - - proxy.run_tableau("Fast 18") - proxy.run_tableau("Full 0") - """ - parts = args.strip().split() - tab_type, angle_str = parts - angle = float(angle_str) - return self._call("acquireTableau", {"tabType": tab_type, "angle": angle}) + if len(parts) != 2: + raise ValueError("acquire_tableau expects ' '") + tab_type, angle = parts + return self._acquire_tableau(tab_type, float(angle)) @command(dtype_out=DevString) def measure_c1a1(self) -> str: - return self._call("measureC1A1") + return self._measure_c1a1() @command(dtype_in=str, dtype_out=DevString) def correct_aberration(self, args: str) -> str: - """ - Set a single aberration to the given value. - - Parameters are packed into one space-separated string. - Some aberrations (C3) take one value: - proxy.correct_aberration("C3 -0.00034e-6") - Some aberrations take two values: - proxy.correct_aberration("A1 0.00078 0.00027") - """ parts = args.strip().split() + if len(parts) < 2: + raise ValueError("correct_aberration expects ' [value]' ") name = parts[0] - values = [float(p) for p in parts[1:]] - - # Send as list — matches what the TCP hardware server expects - return self._call("correctAberration", {"name": name, "value": values}) + values = [float(value) for value in parts[1:]] + return self._correct_aberration(name, values) @command def reconnect(self) -> None: - """Re-attempt the TCP connection to the CEOS server.""" - self._connect() - - - # ------------------------------------------------------------------ - # Public commands pertaining to simulation - # ------------------------------------------------------------------ + self._connect_backend() @command(dtype_in=str) - def set_aberrations_coeff_sim(self, json_aberrations_string: str): - self.ab = json.loads(json_aberrations_string) - pass + def set_aberrations_coeff_sim(self, json_aberrations_string: str) -> None: + coefficients = json.loads(json_aberrations_string) + if not isinstance(coefficients, dict): + raise ValueError("Simulation aberrations must be a JSON object") + self._set_simulation_aberrations(coefficients) @command(dtype_out=str) - def get_aberrations_coeff_sim(self): - if self.ab == None: - return - return json.dumps(self.ab) - - # ------------------------------------------------------------------ - # Internal helpers - # ------------------------------------------------------------------ - - def _call(self, method: str, params: Optional[dict] = None) -> dict: - """ - Send a JSON-RPC 2.0 request to the CEOS server and return the - decoded response JSON string. - - Parameters - ---------- - method: - JSON-RPC method name (e.g. ``"GetInfo"``). - params: - Optional dict of named parameters. - - Returns - ------- - str - Inner JSON string from the CEOS netstring response. - - Raises - ------ - tango.DevFailed - On any communication or protocol error. - """ - payload = { - "jsonrpc": "2.0", - "id": self._message_id, - "method": method, - "params": params or {}, - } - self._message_id += 1 - - netstring = self._encode_netstring(payload) - self.debug_stream(f"[CEOS] -> {netstring}") + def get_aberrations_coeff_sim(self) -> str: + return json.dumps(self._get_simulation_aberrations()) - try: - with socket.create_connection( - (self.ceos_host, self.ceos_port), - timeout=self.socket_timeout, - ) as sock: - sock.sendall(netstring) - raw_response = self._recv_netstring(sock) + def _set_simulation_aberrations(self, coefficients: dict[str, Any]) -> None: + self._simulation_aberrations = coefficients - self.debug_stream(f"[CEOS] <- {raw_response}") - result = self._decode_netstring(raw_response) - self._last_status = "OK" - return result + def _get_simulation_aberrations(self) -> dict[str, Any]: + return self._simulation_aberrations - except OSError as exc: - self.error_stream(f"CEOS communication error: {exc}") - self._last_status = f"Error: {exc}" - self.set_state(DevState.FAULT) - tango.Except.throw_exception( - "CeosCommError", - str(exc), - "CeosCorrector._call()", - ) + @abstractmethod + def _connect_backend(self) -> None: + """Connect or initialize the concrete backend.""" - def _encode_netstring(self, payload: dict) -> bytes: - """Serialize *payload* dict as a length-prefixed JSON-RPC netstring.""" - body = json.dumps(payload, separators=(",", ":")).encode("utf-8") - return f"{len(body)}:".encode("ascii") + body + b"," + @abstractmethod + def _get_info(self) -> str: + """Return a CEOS-compatible JSON response string.""" - def _decode_netstring(self, raw: bytes) -> str: - """Strip the netstring length prefix and trailing comma.""" - s = raw.decode("utf-8").strip() - if ":" in s and s.split(":", 1)[0].isdigit(): - _, s = s.split(":", 1) - return s.rstrip(",") + @abstractmethod + def _acquire_tableau(self, tab_type: str, angle: float) -> str: + """Acquire aberrations and return a CEOS-compatible JSON response.""" - def _recv_netstring(self, sock: socket.socket, bufsize: int = 4096) -> bytes: - """Read from *sock* until a complete netstring (ending with b',') arrives.""" - buffer = b"" - while not buffer.endswith(b","): - chunk = sock.recv(bufsize) - if not chunk: - break - buffer += chunk - return buffer + @abstractmethod + def _measure_c1a1(self) -> str: + """Measure first-order aberrations.""" + @abstractmethod + def _correct_aberration(self, name: str, values: list[float]) -> str: + """Apply a correction using backend-native semantics.""" -# --------------------------------------------------------------------------- -# Server entry point -# --------------------------------------------------------------------------- if __name__ == "__main__": CORRECTOR.run_server() diff --git a/asyncroscopy/instruments/electron_microscope/hardware/corrector_ceos.py b/asyncroscopy/instruments/electron_microscope/hardware/corrector_ceos.py new file mode 100644 index 00000000..e8113d89 --- /dev/null +++ b/asyncroscopy/instruments/electron_microscope/hardware/corrector_ceos.py @@ -0,0 +1,130 @@ +"""CEOS JSON-RPC/TCP implementation of the generic corrector interface.""" + +from __future__ import annotations + +import json +import socket +from typing import Optional + +import tango +from tango import DevState +from tango.server import device_property + +from asyncroscopy.instruments.electron_microscope.hardware.corrector import CORRECTOR + + +class CEOSCorrector(CORRECTOR): + """Forward the common corrector API to a physical CEOS server.""" + + ceos_host = device_property( + dtype=str, + default_value="10.46.217.241", + doc="Hostname or IP address of the CEOS hardware server", + ) + ceos_port = device_property( + dtype=int, + default_value=9092, + doc="TCP port of the CEOS hardware server", + ) + socket_timeout = device_property( + dtype=float, + default_value=120000.0, + doc="Socket timeout in seconds for CEOS communication", + ) + + def init_device(self) -> None: + self._message_id = 1 + super().init_device() + + def _connect_backend(self) -> None: + try: + with socket.create_connection( + (self.ceos_host, int(self.ceos_port)), + timeout=float(self.socket_timeout), + ): + pass + self._last_status = "Connected" + self.set_state(DevState.ON) + except OSError as exc: + self._last_status = f"Connection failed: {exc}" + self.set_state(DevState.FAULT) + self.error_stream(f"Cannot reach CEOS server: {exc}") + + def _get_info(self) -> str: + return self._call("getInfo") + + def _acquire_tableau(self, tab_type: str, angle: float) -> str: + return self._call("acquireTableau", {"tabType": tab_type, "angle": angle}) + + def _measure_c1a1(self) -> str: + return self._call("measureC1A1") + + def _correct_aberration(self, name: str, values: list[float]) -> str: + return self._call("correctAberration", {"name": name, "value": values}) + + def _call(self, method: str, params: Optional[dict] = None) -> str: + payload = { + "jsonrpc": "2.0", + "id": self._message_id, + "method": method, + "params": params or {}, + } + self._message_id += 1 + netstring = self._encode_netstring(payload) + try: + with socket.create_connection( + (self.ceos_host, int(self.ceos_port)), + timeout=float(self.socket_timeout), + ) as sock: + sock.sendall(netstring) + raw_response = self._recv_netstring(sock) + result = self._decode_netstring(raw_response) + self._last_status = "OK" + self.set_state(DevState.ON) + return result + except OSError as exc: + self._last_status = f"Error: {exc}" + self.set_state(DevState.FAULT) + tango.Except.throw_exception("CeosCommError", str(exc), "CEOSCorrector._call()") + raise RuntimeError("unreachable") + + @staticmethod + def _encode_netstring(payload: dict) -> bytes: + body = json.dumps(payload, separators=(",", ":")).encode("utf-8") + return f"{len(body)}:".encode("ascii") + body + b"," + + @staticmethod + def _decode_netstring(raw: bytes) -> str: + value = raw.decode("utf-8").strip() + if ":" in value and value.split(":", 1)[0].isdigit(): + _, value = value.split(":", 1) + return value.rstrip(",") + + @staticmethod + def _recv_netstring(sock: socket.socket, bufsize: int = 4096) -> bytes: + header = b"" + while b":" not in header: + chunk = sock.recv(bufsize) + if not chunk: + raise OSError("CEOS connection closed before netstring header") + header += chunk + length_bytes, payload = header.split(b":", 1) + if not length_bytes.isdigit(): + raise OSError("Invalid CEOS netstring length") + expected = int(length_bytes) + while len(payload) < expected + 1: + chunk = sock.recv(bufsize) + if not chunk: + raise OSError("CEOS connection closed before complete netstring") + payload += chunk + if payload[expected : expected + 1] != b",": + raise OSError("Invalid CEOS netstring terminator") + return length_bytes + b":" + payload[: expected + 1] + + +# Compatibility aliases for older imports. +CeosCorrector = CEOSCorrector + + +if __name__ == "__main__": + CEOSCorrector.run_server() diff --git a/asyncroscopy/instruments/electron_microscope/hardware/corrector_digital_twin.py b/asyncroscopy/instruments/electron_microscope/hardware/corrector_digital_twin.py new file mode 100644 index 00000000..35fa591b --- /dev/null +++ b/asyncroscopy/instruments/electron_microscope/hardware/corrector_digital_twin.py @@ -0,0 +1,122 @@ +"""Stateful digital twin of the CEOS aberration-corrector API.""" + +from __future__ import annotations + +import copy +import json + +from tango import DevState +from tango.server import device_property + +from asyncroscopy.instruments.electron_microscope.hardware.corrector import CORRECTOR + + +DEFAULT_ABERRATIONS = { + "WD": [0.0, 0.0], + "C1": [0.0], + "A1": [0.0, 0.38448128113770325e-9], + "B2": [-68.45251255685642e-9, 64.85359774641199e-9], + "A2": [11.667578600494137e-9, -29.775627778458194e-9], + "C3": [123.0e-9], + "S3": [95.3047364258614e-9, -189.72105710231244e-9], + "A3": [-47.45099594807912e-9, -94.67424667529909e-9], + "D4": [-905.31842572806e-9, 981.316128853203e-9], + "B4": [4021.8433526960034e-9, 131.72716642732158e-9], + "A4": [-4702.390968272048e-9, -208.25028574642903e-9], +} + + +class DigitalTwinCorrector(CORRECTOR): + """Simulate CEOS commands while retaining the same inputs and JSON shape.""" + + random_seed = device_property(dtype=int, default_value=1729) + measurement_noise_fraction = device_property(dtype=float, default_value=0.0) + + def init_device(self) -> None: + self._response_id = 1 + super().init_device() + + def _connect_backend(self) -> None: + if not getattr(self, "_simulation_aberrations", None): + self._simulation_aberrations = copy.deepcopy(DEFAULT_ABERRATIONS) + self._last_status = "Digital twin ready" + self.set_state(DevState.ON) + + def _response(self, result) -> str: + payload = {"jsonrpc": "2.0", "id": self._response_id, "result": result} + self._response_id += 1 + self._last_status = "OK" + return json.dumps(payload, separators=(",", ":")) + + def _get_info(self) -> str: + return self._response( + { + "manufacturer": "CEOS", + "model": "DigitalTwinCorrector", + "connected": True, + "simulation": True, + } + ) + + def _measured_aberrations(self) -> dict[str, list[float]]: + coefficients = copy.deepcopy(self._simulation_aberrations) + noise_fraction = max(0.0, float(self.measurement_noise_fraction)) + if noise_fraction == 0.0: + return coefficients + import numpy as np + + rng = np.random.default_rng(int(self.random_seed) + self._response_id) + for name, values in coefficients.items(): + coefficients[name] = [ + float(value + rng.normal(0.0, max(abs(value), 1e-12) * noise_fraction)) + for value in values + ] + return coefficients + + def _acquire_tableau(self, tab_type: str, angle: float) -> str: + return self._response( + { + "tabType": tab_type, + "angle": float(angle), + "aberrations": self._measured_aberrations(), + } + ) + + def _measure_c1a1(self) -> str: + measured = self._measured_aberrations() + return self._response( + {"aberrations": {name: measured[name] for name in ("C1", "A1")}} + ) + + def _correct_aberration(self, name: str, values: list[float]) -> str: + if name not in self._simulation_aberrations: + raise ValueError(f"Unknown aberration {name!r}") + current = self._simulation_aberrations[name] + if len(values) != len(current): + raise ValueError( + f"Aberration {name} expects {len(current)} value(s), got {len(values)}" + ) + self._simulation_aberrations[name] = [ + float(existing - correction) + for existing, correction in zip(current, values) + ] + return self._response( + {"name": name, "value": self._simulation_aberrations[name], "corrected": True} + ) + + def _set_simulation_aberrations(self, coefficients: dict) -> None: + unknown = set(coefficients) - set(DEFAULT_ABERRATIONS) + if unknown: + raise ValueError(f"Unknown aberration keys: {sorted(unknown)}") + merged = copy.deepcopy(DEFAULT_ABERRATIONS) + for name, values in coefficients.items(): + expected = len(merged[name]) + normalized = [float(value) for value in values] + if len(normalized) != expected: + raise ValueError(f"Aberration {name} expects {expected} value(s)") + merged[name] = normalized + self._simulation_aberrations = merged + + +if __name__ == "__main__": + DigitalTwinCorrector.run_server() diff --git a/asyncroscopy/instruments/electron_microscope/polycrystalline_gold_digital_twin.py b/asyncroscopy/instruments/electron_microscope/polycrystalline_gold_digital_twin.py new file mode 100644 index 00000000..e32003ee --- /dev/null +++ b/asyncroscopy/instruments/electron_microscope/polycrystalline_gold_digital_twin.py @@ -0,0 +1,260 @@ +"""Atomistic polycrystalline gold digital twin.""" + +from __future__ import annotations + +import json +from dataclasses import asdict, dataclass + +import numpy as np +import pyTEMlib.image_tools as image_tools +import pyTEMlib.probe_tools as probe_tools +from ase.build import bulk +from scipy.spatial import cKDTree +from scipy.spatial.transform import Rotation +from tango.server import command, device_property + +from asyncroscopy.data.data_writer import save_acquisition +from asyncroscopy.instruments.electron_microscope.digital_twin import DigitalTwin + + +@dataclass(frozen=True) +class GrainParameters: + label: int + occupied: bool + center_angstrom: tuple[float, float, float] + zone_axis: tuple[int, int, int] + zone_offset_deg: float + orientation_euler_deg: tuple[float, float, float] + composition: dict[str, float] + + +class PolycrystallineGoldDigitalTwin(DigitalTwin): + """Atomistic FCC Au grains rendered through a digital-twin corrector probe.""" + + volume_size_xy_nm = device_property(dtype=float, default_value=200.0) + volume_thickness_nm = device_property(dtype=float, default_value=20.0) + grain_size_angstrom = device_property(dtype=float, default_value=10.0) + empty_grain_fraction = device_property(dtype=float, default_value=0.15) + lattice_constant_angstrom = device_property(dtype=float, default_value=4.08) + zone_axis_max_index = device_property(dtype=int, default_value=2) + zone_axis_max_deviation_deg = device_property(dtype=float, default_value=2.0) + acceleration_voltage_ev = device_property(dtype=float, default_value=200_000.0) + convergence_angle_mrad = device_property(dtype=float, default_value=30.0) + beam_current_pa = device_property(dtype=float, default_value=100.0) + blur_noise_level = device_property(dtype=float, default_value=0.5) + + def init_device(self) -> None: + super().init_device() + self._fov = 20e-9 + self._manufacturer = "UTKTeam Atomistic Polycrystalline Gold Digital Twin" + + def _generate_sample(self, seed: int) -> None: + sample_xy_angstrom = float(self.volume_size_xy_nm) * 10.0 + sample_z_angstrom = float(self.volume_thickness_nm) * 10.0 + grain_size_angstrom = float(self.grain_size_angstrom) + empty_grain_fraction = float(self.empty_grain_fraction) + zone_axis_max_index = int(self.zone_axis_max_index) + zone_axis_max_deviation_deg = float(self.zone_axis_max_deviation_deg) + if sample_xy_angstrom <= 0 or sample_z_angstrom <= 0 or grain_size_angstrom <= 0: + raise ValueError("Sample dimensions and grain size must be positive") + if not 0.0 <= empty_grain_fraction < 1.0: + raise ValueError("empty_grain_fraction must be in [0, 1)") + if zone_axis_max_index < 1 or zone_axis_max_deviation_deg < 0.0: + raise ValueError("Zone-axis index must be positive and deviation must be nonnegative") + + rng = np.random.default_rng(int(seed)) + grain_count = max(1, int(sample_xy_angstrom**2 // (4.0 / 3.0 * np.pi * grain_size_angstrom**2))) + sample_size = np.array([sample_xy_angstrom, sample_xy_angstrom, sample_z_angstrom]) + self._grain_centers = rng.random((grain_count, 3)) * sample_size + empty_count = int(grain_count * empty_grain_fraction) + self._empty_grain_indices = set(int(index) for index in rng.choice(grain_count, empty_count, replace=False)) + zone_axes = [(n, m, ell) for n in range(zone_axis_max_index + 1) for m in range(n, zone_axis_max_index + 1) for ell in range(m, zone_axis_max_index + 1) if (n, m, ell) != (0, 0, 0) and np.gcd.reduce((n, m, ell)) == 1] + self._grain_zone_axes = [zone_axes[int(rng.integers(len(zone_axes)))] for _index in range(grain_count)] + self._grain_zone_offsets = [] + self._grain_rotations = [] + self._grain_angles = [] + for zone_axis in self._grain_zone_axes: + zone_direction = np.asarray(zone_axis, dtype=float) + zone_direction /= np.linalg.norm(zone_direction) + while True: + tilt_xy_deg = rng.normal(0.0, zone_axis_max_deviation_deg / 3.0, 2) if zone_axis_max_deviation_deg > 0.0 else np.zeros(2) + if np.linalg.norm(tilt_xy_deg) <= zone_axis_max_deviation_deg: + break + alignment, _error = Rotation.align_vectors([[0.0, 0.0, 1.0]], [zone_direction]) + tilt = Rotation.from_rotvec(np.radians([tilt_xy_deg[0], tilt_xy_deg[1], 0.0])) + in_plane = Rotation.from_rotvec([0.0, 0.0, rng.uniform(0.0, 2.0 * np.pi)]) + rotation = in_plane * tilt * alignment + self._grain_zone_offsets.append(float(np.linalg.norm(tilt_xy_deg))) + self._grain_rotations.append(rotation.as_matrix()) + self._grain_angles.append(tuple(float(value) for value in rotation.as_euler("ZYX", degrees=True))) + self._grain_tree = cKDTree(self._grain_centers) + self._region_parameters = [GrainParameters(index + 1, index not in self._empty_grain_indices, tuple(float(value) for value in self._grain_centers[index]), self._grain_zone_axes[index], self._grain_zone_offsets[index], self._grain_angles[index], {"Au": 1.0} if index not in self._empty_grain_indices else {}) for index in range(grain_count)] + self._world_bounds_ang = {"x_min": 0.0, "x_max": sample_xy_angstrom, "y_min": 0.0, "y_max": sample_xy_angstrom, "z_min": 0.0, "z_max": sample_z_angstrom} + self._all_sample_elements = ["Au"] + self._particle_records_base = [] + self._particle_records_view = [] + self._last_rendered_atom_count = 0 + self._raw_potential_cache = None + self._raw_potential_cache_key = None + self._raw_potential_cache_atom_count = 0 + self._raw_potential_cache_hits = 0 + self._sample_metadata = {"sample_type": "atomistic_polycrystalline_gold_slab", "volume_size_xy_nm": float(self.volume_size_xy_nm), "volume_thickness_nm": float(self.volume_thickness_nm), "grain_size_angstrom": grain_size_angstrom, "lattice_constant_angstrom": float(self.lattice_constant_angstrom), "grain_count": grain_count, "occupied_grain_count": grain_count - empty_count, "empty_grain_count": empty_count, "zone_axis_families": [list(axis) for axis in zone_axes], "zone_axis_max_deviation_deg": zone_axis_max_deviation_deg, "corrector_backend": "DigitalTwinCorrector", "probe_backend": "pyTEMlib.probe_tools.get_probe", "acceleration_voltage_ev": float(self.acceleration_voltage_ev), "convergence_angle_mrad": float(self.convergence_angle_mrad)} + + def _corrector_coefficients(self) -> dict: + corrector = self._detector_proxies.get("corrector") + if corrector is None: + raise RuntimeError("PolycrystallineGoldDigitalTwin requires the corrector digital twin") + info = json.loads(corrector.get_info()).get("result", {}) + if not info.get("simulation") or info.get("model") != "DigitalTwinCorrector": + raise RuntimeError("PolycrystallineGoldDigitalTwin requires DigitalTwinCorrector") + coefficients = json.loads(corrector.get_aberrations_coeff_sim()) + if not coefficients: + raise RuntimeError("DigitalTwinCorrector returned no aberrations") + return coefficients + + def _set_defocus(self, defocus) -> None: + coefficients = self._corrector_coefficients() + coefficients["C1"] = [float(defocus)] + self._detector_proxies["corrector"].set_aberrations_coeff_sim(json.dumps(coefficients)) + self._defocus = float(defocus) + + def _get_defocus(self) -> float: + coefficients = self._corrector_coefficients() + return float(coefficients.get("C1", [self._defocus])[0]) + + def _raw_sample_potential(self, imsize: int) -> np.ndarray: + self._sync_stage_from_proxy() + self._imsize = int(imsize) + fov_angstrom = float(self._fov) * 1e10 + pixel_size_angstrom = fov_angstrom / imsize + edge_crop = max(12, int(round(0.06 * imsize))) + padded_size = imsize + 2 * edge_crop + padded_fov_angstrom = pixel_size_angstrom * padded_size + cache_key = (int(imsize), round(fov_angstrom, 9), tuple(np.round(self._stage_position, 12))) + if cache_key == self._raw_potential_cache_key: + self._raw_potential_cache_hits += 1 + self._last_rendered_atom_count = self._raw_potential_cache_atom_count + return self._raw_potential_cache + sample_xy_angstrom = float(self.volume_size_xy_nm) * 10.0 + sample_z_angstrom = float(self.volume_thickness_nm) * 10.0 + center_x = sample_xy_angstrom / 2.0 + self._stage_position[0] * 1e10 + center_y = sample_xy_angstrom / 2.0 + self._stage_position[1] * 1e10 + x_min = center_x - padded_fov_angstrom / 2.0 + x_max = center_x + padded_fov_angstrom / 2.0 + y_min = center_y - padded_fov_angstrom / 2.0 + y_max = center_y + padded_fov_angstrom / 2.0 + + grid_x = np.linspace(x_min, x_max, 12) + grid_y = np.linspace(y_min, y_max, 12) + grid_z = np.linspace(0.0, sample_z_angstrom, 8) + query_points = np.stack(np.meshgrid(grid_x, grid_y, grid_z, indexing="ij"), axis=-1).reshape(-1, 3) + neighbor_count = min(8, len(self._grain_centers)) + neighbor_distances, neighbor_indices = self._grain_tree.query(query_points, k=neighbor_count) + candidate_indices = np.unique(np.asarray(neighbor_indices).reshape(-1)) + local_radius = max(float(np.max(neighbor_distances)) * 2.0, float(self.grain_size_angstrom) * 2.0) + gold = bulk("Au", "fcc", a=float(self.lattice_constant_angstrom), cubic=True) + repeat = int(np.ceil(2.0 * local_radius / float(self.lattice_constant_angstrom))) + 2 + supercell = gold.repeat((repeat, repeat, repeat)) + base_positions = supercell.get_positions() + base_positions -= base_positions.mean(axis=0) + all_positions = [] + + for grain_index in candidate_indices: + if int(grain_index) in self._empty_grain_indices: + continue + positions = base_positions @ self._grain_rotations[int(grain_index)].T + self._grain_centers[int(grain_index)] + inside = (positions[:, 0] >= x_min) & (positions[:, 0] < x_max) & (positions[:, 1] >= y_min) & (positions[:, 1] < y_max) & (positions[:, 2] >= 0.0) & (positions[:, 2] < sample_z_angstrom) + positions = positions[inside] + if len(positions) == 0: + continue + nearest_grains = self._grain_tree.query(positions)[1] + grain_positions = positions[nearest_grains == grain_index] + if len(grain_positions): + all_positions.append(grain_positions) + + atom_positions = np.vstack(all_positions) if all_positions else np.empty((0, 3)) + self._last_rendered_atom_count = len(atom_positions) + atom_frame = 11 + padding = atom_frame + potential = np.zeros((padded_size + 2 * padding, padded_size + 2 * padding), dtype=np.float32) + pixel_coordinates = (atom_positions[:, :2] - np.array([x_min, y_min])) / pixel_size_angstrom + rounded_coordinates = np.round(pixel_coordinates) + fractional_offsets = pixel_coordinates - rounded_coordinates + stamp_coordinates = np.arange(atom_frame) - (atom_frame - 1) / 2.0 + stamp_x, stamp_y = np.meshgrid(stamp_coordinates, stamp_coordinates) + for rounded, offset in zip(rounded_coordinates.astype(int), fractional_offsets): + gaussian = np.exp(-((stamp_x + offset[0]) ** 2 + (stamp_y + offset[1]) ** 2) / 2.0) + gaussian /= gaussian.max() + start_x = rounded[0] + padding - atom_frame // 2 + start_y = rounded[1] + padding - atom_frame // 2 + potential[start_x:start_x + atom_frame, start_y:start_y + atom_frame] += gaussian * 79.0 + potential = potential[padding:-padding, padding:-padding] + if potential.max() > 0: + potential /= potential.max() + self._raw_potential_cache = potential + self._raw_potential_cache_key = cache_key + self._raw_potential_cache_atom_count = self._last_rendered_atom_count + return potential + + def _render_stem_image(self, imsize: int, dwell_time: float) -> np.ndarray: + potential = self._raw_sample_potential(imsize) + self._imsize = int(imsize) + fov_angstrom = float(self._fov) * 1e10 + pixel_size_angstrom = fov_angstrom / imsize + edge_crop = max(12, int(round(0.06 * imsize))) + padded_size = imsize + 2 * edge_crop + padded_fov_angstrom = pixel_size_angstrom * padded_size + coefficients = self._corrector_coefficients() + aberrations = probe_tools.get_target_aberrations("Spectra300", int(self.acceleration_voltage_ev)) + mappings = {"C1": ("C10",), "A1": ("C12a", "C12b"), "B2": ("C21a", "C21b"), "A2": ("C23a", "C23b"), "C3": ("C30",), "S3": ("C32a", "C32b"), "A3": ("C34a", "C34b"), "D4": ("C41a", "C41b"), "B4": ("C43a", "C43b"), "A4": ("C45a", "C45b")} + for source, destinations in mappings.items(): + values = np.atleast_1d(coefficients[source]).astype(float) + if len(values) != len(destinations): + raise ValueError(f"Corrector coefficient {source} has {len(values)} value(s); expected {len(destinations)}") + for destination, value_m in zip(destinations, values): + aberrations[destination] = float(value_m * 1e9) + aberrations["acceleration_voltage"] = float(self.acceleration_voltage_ev) + aberrations["FOV"] = padded_fov_angstrom / 10.0 + aberrations["convergence_angle"] = float(self.convergence_angle_mrad) + aberrations["wavelength"] = image_tools.get_wavelength(aberrations["acceleration_voltage"]) + probe, _aperture, _chi = probe_tools.get_probe(aberrations, padded_size, padded_size, verbose=False) + image = np.fft.ifft2(np.fft.fft2(potential) * np.fft.fft2(np.fft.ifftshift(probe))) + image = np.absolute(image)[edge_crop:-edge_crop, edge_crop:-edge_crop] + + scan_time = dwell_time * imsize * imsize + counts = scan_time * (float(self.beam_current_pa) * 1e-12) / 1.602e-19 / 100.0 + pose_seed = abs(hash((int(self.sample_seed), int(imsize), round(fov_angstrom, 6), tuple(np.round(self._stage_position, 12))))) % (2**32) + rng = np.random.default_rng(pose_seed) + image -= image.min() + image /= image.sum() if image.sum() > 0 else 1.0 + noisy = rng.poisson(image * counts).astype(np.float32) + noisy -= noisy.min() + noisy /= noisy.max() if noisy.max() > 0 else 1.0 + noise = rng.normal(0.0, 0.1, noisy.shape) + noise_fft = np.fft.fft2(noise) + frequencies = np.fft.fftfreq(imsize) + frequency_filter = np.outer(np.exp(-np.square(frequencies) / (2.0 * 0.5**2)), np.exp(-np.square(frequencies) / (2.0 * 0.5**2))) + blur_noise = np.fft.ifft2(noise_fft * frequency_filter).real + blur_noise -= blur_noise.min() + blur_noise /= blur_noise.max() if blur_noise.max() > 0 else 1.0 + return np.asarray(noisy + blur_noise * float(self.blur_noise_level), dtype=np.float32) + + def _acquire_scanned_image(self, imsize: int, dwell_time: float, detector_list: list[str] = ["haadf"], scan_region: list[float] = [0.0, 0.0, 1.0, 1.0], output_format: str = ".h5") -> str: + detector_list = [detector.upper() for detector in detector_list] + images = [self._render_stem_image(int(imsize), float(dwell_time)) for _detector in detector_list] + metadata = {**self._sample_metadata, "last_rendered_atom_count": self._last_rendered_atom_count, "raw_potential_cache_hits": self._raw_potential_cache_hits, "defocus_m": self._get_defocus(), "corrector_aberrations": self._corrector_coefficients()} + attrs = [metadata.copy() for _image in images] + return save_acquisition(self, self._detector_proxies.get("data"), "stem_image", detector_list, images, dataset_attrs=attrs, file_attrs=metadata, output_format=output_format) + + @command(dtype_out=str) + def get_volume_metadata(self) -> str: + metadata = {**self._sample_metadata, "last_rendered_atom_count": self._last_rendered_atom_count, "raw_potential_cache_hits": self._raw_potential_cache_hits, "defocus_m": self._get_defocus(), "corrector_aberrations": self._corrector_coefficients()} + return json.dumps(metadata) + + @command(dtype_out=str) + def get_region_parameters(self) -> str: + return json.dumps([asdict(parameter) for parameter in self._region_parameters]) + + +if __name__ == "__main__": + PolycrystallineGoldDigitalTwin.run_server() diff --git a/asyncroscopy/instruments/pipetting_robot/__init__.py b/asyncroscopy/instruments/pipetting_robot/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/asyncroscopy/instruments/pipetting_robot/opentrons.py b/asyncroscopy/instruments/pipetting_robot/opentrons.py new file mode 100644 index 00000000..144de594 --- /dev/null +++ b/asyncroscopy/instruments/pipetting_robot/opentrons.py @@ -0,0 +1,235 @@ +''' +Opentrons Pipetting Robot Tango Device +''' + +import tango +import numpy as np + +from asyncroscopy.instruments.instrument import Instrument + + +class Opentrons(Instrument): + """Opentrons pipetting robot device.""" + # ------------------------------------------------------------------ + # Instrument level Device properties — configure in Tango DB per deployment + # ------------------------------------------------------------------ + data_device_address = tango.server.device_property( + dtype=str, + default_value="", + doc="Optional Tango device address for the DATA device, e.g. 'asyncroscopy/data/default'.", + ) + + testing_mode_bool = tango.server.device_property( + dtype=bool, + default_value=False, + doc="When True - used for running tests, passed in conftest.py") + + # ------------------------------------------------------------------ + # Instrument Attributes + # ------------------------------------------------------------------ + + instrument_type = tango.server.attribute( + label="Instrument Type", + dtype=str, + access=tango.AttrWriteType.READ, + doc="Opentrons", + ) + + location_x = tango.server.attribute( + label="Robot X Position", + dtype=float, + access=tango.AttrWriteType.READ, + unit = "", + doc="Current tip grabber position in the X direction in xunits", + ) + + location_y = tango.server.attribute( + label="Robot Y Position", + dtype=float, + access=tango.AttrWriteType.READ, + unit = "", + doc="Current tip grabber position in the Y direction in xunits", + ) + + location_z = tango.server.attribute( + label="Robot Z Position", + dtype=float, + access=tango.AttrWriteType.READ, + unit = "", + doc="Current tip grabber position in the Z direction in xunits", + ) + + has_tip = tango.server.attribute( + label="Robot Z Position", + dtype=bool, + access=tango.AttrWriteType.READ, + doc="Indicates if the robot has picked up a pipette tip or if the pipette holder is empty", + ) + + # ------------------------------------------------------------------ + # Initialization + # ------------------------------------------------------------------ + def init_device(self) -> None: + tango.server.Device.init_device(self) + self.set_state(tango.DevState.INIT) + + self._init_device_attributes() + self._connect() + + # ------------------------------------------------------------------ + # Instrument methods + # ------------------------------------------------------------------ + @abstractmethod + def read_instrument_type(self) -> str: + pass + + @abstractmethod + def _init_device_attributes(self) -> None: + """ + Initialize device-specific attributes. + + Define attributes that are specific to a particular instrument type (STEMMicroscope, SPMMicroscope, etc.). + """ + pass + + @abstractmethod + def _connect(self): + pass + + @abstractmethod + def _disconnect(self): + pass + + @abstractmethod + def _pick_up_tip(self): + #pick up tip if robot does not already have tip + self.pick_up_tip(location, presses, increment, prep_after) + pass + + @abstractmethod + def _return_tip(self): + #try to drop tip if robot is holding a tip + self.return_tip(home_after) + pass + + @abstractmethod + def _transfer(self): + #try to drop tip if robot is holding a tip + self.transfer(volume, source, dest) + pass + + + # ------------------------------------------------------------------ + # Commands + # ------------------------------------------------------------------ + + @tango.server.command + def Connect(self) -> None: + """ + Explicitly (re)connect to Opentrons hardware. Useful after a fault. + """ + self._connect() + + @tango.server.command + def Disconnect(self) -> None: + """Disconnect from Opentrons hardware gracefully.""" + self.set_state(tango.server.DevState.OFF) + self._disconnect() + + + @tango.server.command + def pick_up_tip(self) -> None: + """ + + """ + self._pick_up_tip() + self.has_tip() + + + + +class TemperatureModule(Instrument): + """Temperature Module located within Opentrons pipetting robot device.""" + # ------------------------------------------------------------------ + # Instrument level Device properties — configure in Tango DB per deployment + # ------------------------------------------------------------------ + data_device_address = tango.server.device_property( + dtype=str, + default_value="", + doc="Optional Tango device address for the DATA device, e.g. 'asyncroscopy/data/default'.", + ) + + testing_mode_bool = tango.server.device_property( + dtype=bool, + default_value=False, + doc="When True - used for running tests, passed in conftest.py") + + # ------------------------------------------------------------------ + # Instrument Attributes + # ------------------------------------------------------------------ + + instrument_type = tango.server.attribute( + label="Instrument Type", + dtype=str, + access=tango.AttrWriteType.READ, + doc="Opentrons", + ) + + temperature = tango.server.attribute( + label="Robot X Position", + dtype=float, + access=tango.AttrWriteType.READ, + unit = "degrees C", + doc="Current tip grabber position in the X direction in xunits", + ) + + # ------------------------------------------------------------------ + # Initialization + # ------------------------------------------------------------------ + def init_device(self) -> None: + tango.server.Device.init_device(self) + self.set_state(tango.DevState.INIT) + + self._init_device_attributes() + self._connect() + + # ------------------------------------------------------------------ + # Instrument methods + # ------------------------------------------------------------------ + @abstractmethod + def read_instrument_type(self) -> str: + pass + + @abstractmethod + def _init_device_attributes(self) -> None: + """ + Initialize device-specific attributes. + + Define attributes that are specific to a particular instrument type (STEMMicroscope, SPMMicroscope, etc.). + """ + pass + + @abstractmethod + def _connect(self): + pass + + @abstractmethod + def _disconnect(self): + pass + + # ------------------------------------------------------------------ + # Commands + # ------------------------------------------------------------------ + + @tango.server.command + def Connect(self) -> None: + """ + Explicitly (re)connect to Opentrons hardware. Useful after a fault. + """ + self._connect() + + @tango.server.command + def Disconnect(self) -> None: + """Disconnect from Opentrons hardware gracefully.""" + self.set_state(tango.server.DevState.OFF) + self._disconnect() diff --git a/asyncroscopy/mcp/llm.py b/asyncroscopy/mcp/llm.py index 6f44e034..ef17f1e5 100644 --- a/asyncroscopy/mcp/llm.py +++ b/asyncroscopy/mcp/llm.py @@ -22,7 +22,7 @@ try: from langchain.chat_models import init_chat_model from langchain_core.tools import BaseTool - from langchain_core.messages import BaseMessage, HumanMessage, SystemMessage + from langchain_core.messages import AIMessage, BaseMessage, HumanMessage, SystemMessage, ToolMessage from langchain.agents import create_agent from langchain_mcp_adapters.client import MultiServerMCPClient @@ -64,7 +64,7 @@ class LLM(Device): async def init_device(self) -> None: await Device.init_device(self) self.set_state(tango.DevState.INIT) - self._max_steps = 5 + self._max_steps = 10 # Registries self._agents: list[Agent] = [] @@ -126,6 +126,15 @@ def agents(self) -> list[str]: """Return a list of the names of all currently spawned agents.""" return [agent.name for agent in self._agents] + @attribute(dtype=str) + def tools(self) -> str: + """JSON list of MCP tools inherited via ConnectMCP, e.g. [{"name": "..."}, ...]. + + Consumed by scripts/llm_bridge.py (in the sciagentgui repo) for its /health + endpoint and startup tool count. + """ + return json.dumps([{"name": t.name} for t in self._tools]) + async def ensure_ollama_running(self, host: str = "http://localhost:11434", timeout: int = 10) -> None: """Check if Ollama server is running, offloaded to prevent blocking the Tango loop.""" @@ -172,6 +181,76 @@ async def Query(self, prompt: str) -> str: finally: self.set_state(tango.DevState.ON) + @command( + dtype_in=str, + doc_in="OpenAI-style {'messages': [...], 'tools': [...]}", + dtype_out=str, + doc_out="JSON {'message': {...}} on success, or {'error': {'message': ...}} on failure", + ) + async def Complete(self, request_json: str) -> str: + """OpenAI-compatible single-step chat completion for the llm_bridge.py HTTP bridge. + + Unlike Query, this does not run the LangGraph swarm or execute any tools + itself — it converts the request into one LangChain model call and returns + the model's raw decision (tool_calls or final text) so the caller (e.g. + SciAgentGUI's own agent loop) can execute tools and drive the conversation. + """ + try: + request = json.loads(request_json) + messages = self._openai_messages_to_langchain(request.get("messages") or []) + tools = request.get("tools") or [] + model = self._model.bind_tools(tools) if tools else self._model + response = await model.ainvoke(messages) + return json.dumps({"message": self._langchain_message_to_openai(response)}) + except Exception as e: + return json.dumps({"error": {"message": str(e)}}) + + @staticmethod + def _openai_messages_to_langchain(messages: list[dict]) -> list[BaseMessage]: + """Convert OpenAI-style chat messages into LangChain message objects.""" + converted: list[BaseMessage] = [] + for message in messages: + role = message.get("role", "user") + content = message.get("content") + if role == "system": + converted.append(SystemMessage(content=content or "")) + elif role == "assistant": + tool_calls = [ + { + "name": call["function"]["name"], + "args": json.loads(call["function"].get("arguments") or "{}"), + "id": call.get("id", ""), + } + for call in (message.get("tool_calls") or []) + ] + converted.append(AIMessage(content=content or "", tool_calls=tool_calls)) + elif role == "tool": + converted.append( + ToolMessage(content=content or "", tool_call_id=message.get("tool_call_id", "")) + ) + else: + converted.append(HumanMessage(content=content or "")) + return converted + + @staticmethod + def _langchain_message_to_openai(message: BaseMessage) -> dict: + """Convert a LangChain AIMessage into an OpenAI-style assistant message dict.""" + result: dict = {"role": "assistant", "content": message.content or ""} + tool_calls = getattr(message, "tool_calls", None) or [] + if tool_calls: + result["tool_calls"] = [ + { + "id": call.get("id") or f"call_{index}", + "type": "function", + "function": { + "name": call["name"], + "arguments": json.dumps(call.get("args") or {}), + }, + } + for index, call in enumerate(tool_calls) + ] + return result + @command( dtype_in=str, doc_in="JSON config of the MCP server: {'url': '...', 'transport': '...'}", @@ -352,23 +431,18 @@ async def supervisor_node(state: AgentState): # Check if agent has contributed if there's another AI/Human message beyond the original user prompt has_delegated = len(state["messages"]) > 1 + instructions = ( + f"Below are the available agents and what each is for:\n{agent_roster}\n\n" + "Based on the conversation, decide which agent should act next to progress the user's request. " + "Only output FINISH if the user's request has been fully and concretely answered — " + "not if an agent asked a question, refused, said it lacks the ability, or otherwise failed to " + "complete the task; in that case, route to a different, more suitable agent instead." + ) + if not has_delegated: - # First turn forces subagent routing - instructions = ( - f"Below are the available agents and what each is for:\n{agent_roster}\n\n" - "Based on the conversation, decide which agent should act next to progress the user's request.\n" - "Only output FINISH if the user's request has been fully and concretely answered — " - "not if an agent asked a question or said it couldn't complete the task; in that case, " - "route to a different agent who might be able to help instead." - ) + # First turn forces subagent routing; FINISH isn't a valid choice yet. valid_options, fallback = agent_names, agent_names[0] else: - # Later turns either do normal routing or FINISH - instructions = ( - f"Active agents: {agent_names}.\n" - "Based on the conversation, decide who should act next.\n" - "If the user's request is fully resolved, output FINISH." - ) valid_options, fallback = options, "FINISH" sys_prompt = SystemMessage( diff --git a/asyncroscopy/mcp/mcp_server.py b/asyncroscopy/mcp/mcp_server.py index 19be7813..e494f44d 100644 --- a/asyncroscopy/mcp/mcp_server.py +++ b/asyncroscopy/mcp/mcp_server.py @@ -3,12 +3,20 @@ import argparse import base64 import inspect +import io import re import json +import socket import traceback from typing import Annotated, Any, Callable +import matplotlib + +matplotlib.use("Agg") + +import matplotlib.pyplot as plt import numpy as np +from PIL import Image as PILImage from pydantic import Field from tiled.client import from_uri @@ -24,8 +32,27 @@ ) from fastmcp import FastMCP -from fastmcp.tools import tool, Tool +from fastmcp.tools import tool, Tool, ToolResult from fastmcp.server.server import Transport +from fastmcp.utilities.types import Image as MCPImage + +from asyncroscopy.data.data_reader import describe_tiled_node + +# Tango commands that acquire and save data, returning its DATA/Tiled key as a +# plain string. Their tool wrappers additionally fetch the array back from Tiled and +# attach an inline PNG preview, so chat clients that already render MCP image content +# blocks (e.g. SciAgentGUI) display the capture without any extra tool call. +# Image commands are previewed as a grayscale rendering of the first 2D dataset; +# spectrum commands as a plot of the first 1D dataset. +IMAGE_PREVIEW_COMMANDS = {"acquire_camera_image", "acquire_scanned_image"} +SPECTRUM_PREVIEW_COMMANDS = {"acquire_spectrum"} + +# Tango's client default of 3000 ms is shorter than a real acquisition: the digital +# twin's first acquire_camera_image takes over 3 s cold, so the call died with +# API_DeviceTimedOut while the command kept running server-side. SciAgentGUI allows +# 60 s per MCP HTTP request, so 30 s lets slow commands finish while still failing +# inside the client's window with a readable Tango error rather than an HTTP timeout. +COMMAND_TIMEOUT_MILLIS = 30_000 class MCPServer: @@ -37,6 +64,7 @@ def __init__( blocked_functions: dict[str, list[str]], blocked_classes: list[str], data_device_address: str, + include_only_functions: list[str] | None = None, verbose: bool = True, ): """ @@ -48,6 +76,7 @@ def __init__( Use "*" for global blocks. blocked_classes: Tango device class names to skip entirely. data_device_address: Tango DATA device used by get_data_from_key. + include_only_functions (list[str], optional): Command names/patterns to allow exclusively. verbose (bool, optional): If True, print device discovery and tool registration progress to stdout. Defaults to True. """ @@ -58,6 +87,7 @@ def __init__( self.blocked_classes = list(blocked_classes) self._blocked_classes_normalized = {cls_name.lower() for cls_name in self.blocked_classes} self.data_device_address = data_device_address + self.include_only_functions = list(include_only_functions) if include_only_functions else [] self.verbose = verbose self.tools: dict[str, dict[str, Callable]] = {} @@ -115,53 +145,227 @@ def get_data_from_key( f"Could not resolve data key {key!r} from Tiled server {uri!r}" ) from exc - limit = max(0, int(max_values)) - suffix = key.rsplit(".", 1)[-1].lower() if "." in key else "unknown" - result: dict[str, Any] = { - "key": key, - "uri": uri, - "format": "hdf5" if suffix in {"h5", "hdf5"} else suffix, - "attrs": self._numpy_to_python(dict(getattr(node, "metadata", {}) or {})), - } - datasets: list[dict[str, Any]] = [] + return describe_tiled_node(key, uri, node, max_values=max_values) + + @staticmethod + def _find_first_2d_array(node: Any, prefer_key: str | None = None) -> np.ndarray | None: + """Recursively search a Tiled node for the first readable 2D dataset. - def visit(current: Any, name: str = "") -> None: + Acquisition writers (see asyncroscopy/data/data_writer.py) group image + datasets under an "image/" path, so ``prefer_key`` lets callers + check that group first before falling back to a full walk. + """ + + def search(current: Any) -> np.ndarray | None: read = getattr(current, "read", None) if callable(read): - shape = tuple(getattr(current, "shape", ()) or ()) - if limit == 0: - array = np.asarray([], dtype=getattr(current, "dtype", float)) - elif shape: - remaining = limit - slices = [] - for size in reversed(shape): - take = min(int(size), max(1, remaining)) - slices.append(slice(0, take)) - remaining = (remaining + take - 1) // take - array = np.asarray(read(tuple(reversed(slices)))) - else: + try: array = np.asarray(read()) - item: dict[str, Any] = { - "name": name, - "shape": list(shape or array.shape), - "dtype": str(getattr(current, "dtype", array.dtype)), - "attrs": self._numpy_to_python( - dict(getattr(current, "metadata", {}) or {}) - ), - "preview": self._numpy_to_python(array.reshape(-1)[:limit]), - } - datasets.append(item) - return + except Exception: + return None + return array if array.ndim == 2 else None keys = getattr(current, "keys", None) if callable(keys): for child_name in keys(): - child_path = f"{name}/{child_name}" if name else str(child_name) - visit(current[child_name], child_path) + try: + found = search(current[child_name]) + except Exception: + continue + if found is not None: + return found + return None + + if prefer_key is not None: + try: + found = search(node[prefer_key]) + if found is not None: + return found + except Exception: + pass + return search(node) + + @staticmethod + def _array_to_png_bytes(array: np.ndarray, max_side: int = 1024) -> bytes: + """Normalize a 2D array to 8-bit grayscale and encode it as PNG.""" + values = np.asarray(array, dtype=np.float64) + finite = values[np.isfinite(values)] + low, high = (float(finite.min()), float(finite.max())) if finite.size else (0.0, 1.0) + normalized = (values - low) / (high - low) if high > low else np.zeros_like(values) + pixels = np.clip(normalized, 0.0, 1.0) + image = PILImage.fromarray((pixels * 255).astype(np.uint8), mode="L") + if max(image.size) > max_side: + scale = max_side / max(image.size) + new_size = (max(1, round(image.width * scale)), max(1, round(image.height * scale))) + image = image.resize(new_size, PILImage.NEAREST) + buffer = io.BytesIO() + image.save(buffer, format="PNG") + return buffer.getvalue() + + def _resolve_tiled_node(self, key: str) -> Any: + """Resolve a DATA/Tiled key to its Tiled node via the DATA device's config.""" + data = DeviceProxy(self.data_device_address) + config = json.loads(data.get_config()) + uri = config.get("uri") + if not uri: + raise RuntimeError("the DATA device's config carries no Tiled uri") + return from_uri(uri)[key] - visit(node) - result["datasets"] = datasets - return result + def _fetch_image_preview(self, key: str) -> tuple[MCPImage | None, str | None]: + """Fetch a captured image from Tiled and render it as a PNG preview. + + Returns (preview, None) on success and (None, reason) on any failure + (unreachable Tiled server, key not yet registered, no 2D dataset found), + so the acquisition tool can still return its text key and state why no + preview accompanies it. Swallowing the reason made a Tiled outage + indistinguishable from a command that never produces images. + """ + try: + node = self._resolve_tiled_node(key) + array = self._find_first_2d_array(node, prefer_key="image") + if array is None: + return None, f"no 2D dataset was found under key {key!r} in Tiled" + return MCPImage(data=self._array_to_png_bytes(array), format="png"), None + except Exception as exc: + if self.verbose: + print(f"[image preview] could not build preview for {key!r}: {exc}") + return None, f"{type(exc).__name__}: {exc}" + + @staticmethod + def _find_first_1d_array( + node: Any, prefer_key: str | None = None + ) -> tuple[np.ndarray, dict[str, Any]] | None: + """Recursively search a Tiled node for the first readable 1D dataset. + + Returns (array, metadata) so the caller can label the plot from the + dataset's HDF5 attributes (see data_writer.save_acquisition, which + stores spectra under a "spectrum" dataset name). + """ + + def search(current: Any) -> tuple[np.ndarray, dict[str, Any]] | None: + read = getattr(current, "read", None) + if callable(read): + try: + array = np.asarray(read()) + except Exception: + return None + if array.ndim != 1 or array.size == 0: + return None + metadata = dict(getattr(current, "metadata", {}) or {}) + return array, metadata + + keys = getattr(current, "keys", None) + if callable(keys): + for child_name in keys(): + try: + found = search(current[child_name]) + except Exception: + continue + if found is not None: + return found + return None + + if prefer_key is not None: + try: + found = search(node[prefer_key]) + if found is not None: + return found + except Exception: + pass + return search(node) + + @staticmethod + def _element_labels(metadata: dict[str, Any]) -> list[str] | None: + """Extract per-channel element labels from a spectrum dataset's attrs. + + data_writer json-encodes non-scalar HDF5 attrs, so "elements" may arrive + as a JSON string or as a list. Returns None when absent or malformed, + in which case the preview falls back to an unlabeled channel axis. + """ + raw = metadata.get("elements") + if isinstance(raw, str): + try: + raw = json.loads(raw) + except json.JSONDecodeError: + return None + if isinstance(raw, (list, tuple)) and raw and all(isinstance(item, str) for item in raw): + return list(raw) + return None + + @staticmethod + def _spectrum_to_png_bytes(values: np.ndarray, labels: list[str] | None = None) -> bytes: + """Render a 1D spectrum as a PNG plot. + + With one label per value (the digital twin's per-element composition + spectra) this draws a labeled bar chart; otherwise a line plot against + channel index, which is the only axis honestly known without calibration. + """ + counts = np.asarray(values, dtype=np.float64) + figure, axes = plt.subplots(figsize=(6.0, 3.5), dpi=120) + try: + if labels is not None and len(labels) == len(counts): + positions = np.arange(len(counts)) + axes.bar(positions, counts) + axes.set_xticks(positions) + axes.set_xticklabels(labels) + axes.set_xlabel("element") + axes.set_ylabel("relative intensity") + else: + axes.plot(np.arange(counts.size), counts, linewidth=1.0) + axes.set_xlabel("channel") + axes.set_ylabel("counts") + figure.tight_layout() + buffer = io.BytesIO() + figure.savefig(buffer, format="png") + return buffer.getvalue() + finally: + plt.close(figure) + + def _fetch_spectrum_preview(self, key: str) -> tuple[MCPImage | None, str | None]: + """Fetch an acquired spectrum from Tiled and render it as a PNG plot. + + Same contract as _fetch_image_preview: (preview, None) on success, + (None, reason) on failure so the tool result states why no preview + accompanies the key. + """ + try: + node = self._resolve_tiled_node(key) + found = self._find_first_1d_array(node, prefer_key="spectrum") + if found is None: + return None, f"no 1D dataset was found under key {key!r} in Tiled" + array, metadata = found + labels = self._element_labels(metadata) + return MCPImage(data=self._spectrum_to_png_bytes(array, labels), format="png"), None + except Exception as exc: + if self.verbose: + print(f"[spectrum preview] could not build preview for {key!r}: {exc}") + return None, f"{type(exc).__name__}: {exc}" + + def _augment_with_preview(self, command_name: str, result: Any) -> Any: + """Attach an inline image preview to known acquisition commands. + + Returns a ToolResult with both a text content block (the Tiled key, + unchanged for existing callers) and an image content block, plus + structured_content matching the tool's auto-generated {"result": str} + output schema — a bare (text, Image) tuple would leave structured_content + empty and fail client-side output-schema validation. When the preview + cannot be built, a text block states the reason instead of the image, so + the failure is visible to the operator and the model rather than silent. + """ + if not isinstance(result, str) or not result: + return result + if command_name in IMAGE_PREVIEW_COMMANDS: + preview, failure = self._fetch_image_preview(result) + elif command_name in SPECTRUM_PREVIEW_COMMANDS: + preview, failure = self._fetch_spectrum_preview(result) + else: + return result + if preview is None: + return ToolResult( + content=[result, f"image preview unavailable: {failure}"], + structured_content={"result": result}, + ) + return ToolResult(content=[result, preview], structured_content={"result": result}) @staticmethod def _hdf5_attrs_to_json(attrs: Any) -> dict[str, Any]: @@ -301,7 +505,6 @@ def _create_wrapper( match = re.search(r'(?::param|@param)\s+(\w+):', in_desc) if match: param_name = match.group(1) - print(param_name) if in_desc and in_desc.lower() not in ( "uninitialised", @@ -318,7 +521,8 @@ def _create_wrapper( if in_type == CmdArgType.DevVoid: def wrapper(): result = func() - return self._normalize_command_result(out_type, result) + normalized = self._normalize_command_result(out_type, result) + return self._augment_with_preview(command_name, normalized) params = [] @@ -331,7 +535,8 @@ def wrapper(**kwargs): arg_input = kwargs result = func(arg_input) - return self._normalize_command_result(out_type, result) + normalized = self._normalize_command_result(out_type, result) + return self._augment_with_preview(command_name, normalized) # Use VAR_KEYWORD (**kwargs) to make Pydantic accept any incoming fields params = [inspect.Parameter("kwargs", inspect.Parameter.VAR_KEYWORD)] @@ -342,7 +547,8 @@ def wrapper(*args, **kwargs): # Get first positional arg or parameter name out of kwargs arg = args[0] if args else kwargs.get(param_name) result = func(arg) - return self._normalize_command_result(out_type, result) + normalized = self._normalize_command_result(out_type, result) + return self._augment_with_preview(command_name, normalized) params = [inspect.Parameter(param_name, inspect.Parameter.POSITIONAL_OR_KEYWORD, annotation=arg_type)] @@ -371,6 +577,7 @@ def _find_tools(self) -> dict[str, dict[str, tuple[Callable, CommandInfo]]]: continue try: dev = DeviceProxy(device_name) + dev.set_timeout_millis(COMMAND_TIMEOUT_MILLIS) info = dev.info() dev_class = info.dev_class except Exception as exc: @@ -393,6 +600,15 @@ def _find_tools(self) -> dict[str, dict[str, tuple[Callable, CommandInfo]]]: global_blocks = self.blocked_functions.get("*", []) if command_name in global_blocks or f"{dev_class}.{command_name}" in global_blocks or command_name in self.blocked_functions.get(dev_class, []): continue + + if self.include_only_functions: + allowed = ( + command_name in self.include_only_functions + or f"{dev_class}.{command_name}" in self.include_only_functions + or any(item.endswith(f".{command_name}") for item in self.include_only_functions) + ) + if not allowed: + continue try: func = getattr(dev, command_name) except Exception as exc: @@ -449,6 +665,10 @@ def setup(self, print_summary: bool = True): print(f"Failed to wrap {dev_class}.{command_name}: {e}") traceback.print_exc() + # Printed unconditionally (unlike the verbose summary below) so GUIs can + # parse the final count from stdout even when quiet mode is on. + print(f"MCP ready: {len(native_tools) + num_device_tools} tool(s) registered", flush=True) + if print_summary and self.verbose: print(f"\nRegistered {len(native_tools)} native tool(s)") print(f"Registered {num_device_tools} Tango device command tool(s)") @@ -491,20 +711,51 @@ def parse_args(argv: list[str] | None = None) -> argparse.Namespace: parser.add_argument("--http-port", type=int, required=True) parser.add_argument("--blocked-classes-json", required=True) parser.add_argument("--blocked-functions-json", required=True) + parser.add_argument("--include-only-functions-json", default="[]") parser.add_argument("--data-device-address", required=True) parser.add_argument("--quiet", action="store_true") return parser.parse_args(argv) +def check_port_free(host: str, port: int) -> str | None: + """Return an error string if (host, port) cannot be bound, else None. + + Catches the common failure where a previous MCP server (possibly started + from a different config) is still holding the port, before setup() prints + the "MCP ready" line that GUIs parse as success. + """ + probe = socket.socket(socket.AF_INET, socket.SOCK_STREAM) + try: + probe.bind((host, port)) + except OSError as exc: + return str(exc) + finally: + probe.close() + return None + + def main(argv: list[str] | None = None) -> int: args = parse_args(argv) + if args.transport == "streamable-http": + bind_error = check_port_free(args.http_host, args.http_port) + if bind_error: + # "MCP ERROR:" is parsed by startup GUIs; keep the prefix stable. + print( + f"MCP ERROR: http://{args.http_host}:{args.http_port} is already in use - " + f"another MCP server is likely still running with a different config. " + f"Stop it or choose a different port. ({bind_error})", + flush=True, + ) + return 1 + server = MCPServer( name=args.name, tango_host=args.tango_host, tango_port=args.tango_port, blocked_classes=json.loads(args.blocked_classes_json), blocked_functions=json.loads(args.blocked_functions_json), + include_only_functions=json.loads(args.include_only_functions_json), data_device_address=args.data_device_address, verbose=not args.quiet, ) diff --git a/asyncroscopy/mcp/segment.py b/asyncroscopy/mcp/segment.py new file mode 100644 index 00000000..27e61326 --- /dev/null +++ b/asyncroscopy/mcp/segment.py @@ -0,0 +1,382 @@ +"""Tango device using SAM2 to segment DATA/Tiled image acquisitions.""" + +from __future__ import annotations + +import json +import os +from typing import Any, TypedDict, cast +from uuid import uuid4 + +import numpy as np +import tango +from scipy import ndimage +from tango import AttrWriteType, DevState +from tango.server import Device, attribute, command, device_property +from tiled.client import from_uri + +try: + import torch + from sam2.automatic_mask_generator import SAM2AutomaticMaskGenerator + from sam2.build_sam import build_sam2_hf +except ImportError as exc: + torch = None + SAM2AutomaticMaskGenerator = None + build_sam2_hf = None + _SAM2_IMPORT_ERROR: ImportError | None = exc +else: + _SAM2_IMPORT_ERROR = None + + +class SAM2Mask(TypedDict): + """SAM2 fields used by the segmentation device.""" + + segmentation: np.ndarray + area: int + predicted_iou: float + + +class AreaStatistic(TypedDict): + """JSON-serializable statistics for one segmented region.""" + + id: int + area_px: int + equiv_diameter_px: float + circularity: float + confidence: float + + +def _read_first_array(node: Any) -> np.ndarray: + """Read the first array below a Tiled node in deterministic key order.""" + read = getattr(node, "read", None) + if callable(read): + return np.asarray(read()) + + keys = getattr(node, "keys", None) + if callable(keys): + child_names = sorted(str(name) for name in keys()) + for child_name in child_names: + try: + return _read_first_array(node[child_name]) + except ValueError: + continue + + raise ValueError("The DATA/Tiled key does not contain a readable array") + + +def _prepare_image(image: np.ndarray) -> np.ndarray: + """Normalize a two-dimensional image and expand it to RGB for SAM2.""" + gray = np.squeeze(np.asarray(image)).astype(np.float32) + if gray.ndim == 3 and gray.shape[-1] in {3, 4}: + gray = np.mean(gray[..., :3], axis=-1) + if gray.ndim != 2: + raise ValueError( + f"Segmentation requires a 2-D grayscale or RGB image; received shape {gray.shape}" + ) + + finite = np.isfinite(gray) + if not np.any(finite): + raise ValueError("Segmentation input contains no finite values") + + lo, hi = np.percentile(gray[finite], [0.5, 99.5]) + normalized = np.clip((gray - lo) / (hi - lo + 1e-8), 0, 1) + normalized = np.nan_to_num(normalized, nan=0.0, posinf=1.0, neginf=0.0) + gray_8bit = (normalized * 255).astype(np.uint8) + return np.repeat(gray_8bit[..., np.newaxis], 3, axis=-1) + + +def _label_areas(areas: list[SAM2Mask], shape: tuple[int, int]) -> np.ndarray: + """Convert overlapping SAM2 masks into one integer-labeled image.""" + labels = np.zeros(shape, dtype=np.uint32) + for label, area in enumerate(areas, start=1): + mask = np.asarray(area["segmentation"], dtype=bool) + if mask.shape != shape: + raise ValueError( + f"SAM2 returned mask shape {mask.shape}; expected image shape {shape}" + ) + # Areas are ordered largest to smallest, so more-specific small masks win + # when SAM2 returns overlapping regions. + labels[mask] = label + return labels + + +class SEGMENTATION(Device): + """Segment DATA/Tiled image keys with SAM2 and save integer label images.""" + + model_size = device_property( + dtype=str, + default_value="facebook/sam2-hiera-large", + doc="HuggingFace model ID for SAM2", + ) + data_device_address = device_property( + dtype=str, + default_value="asyncroscopy/data/default", + doc="Tango DATA device used to read input keys and save segmentation labels", + ) + compute_device = device_property( + dtype=str, + default_value="auto", + doc="PyTorch compute device: 'auto', 'cpu', 'cuda', or a CUDA index such as 'cuda:1'", + ) + + points_per_side = attribute( + dtype=int, + access=AttrWriteType.READ_WRITE, + doc="Number of points SAM samples along each image edge", + ) + iou_threshold = attribute( + dtype=float, + access=AttrWriteType.READ_WRITE, + doc="IoU threshold for mask merging", + ) + stability_thresh = attribute( + dtype=float, + access=AttrWriteType.READ_WRITE, + doc="Stability threshold for mask filtering", + ) + min_area_px = attribute( + dtype=int, + access=AttrWriteType.READ_WRITE, + doc="Minimum area in pixels for valid masks", + ) + n_areas = attribute( + dtype=int, + access=AttrWriteType.READ, + doc="Number of segmented areas", + ) + centroids = attribute( + dtype=str, + access=AttrWriteType.READ, + doc="JSON-encoded centroids of segmented areas", + ) + + def init_device(self) -> None: + """Initialize SAM2 parameters, model, and segmentation statistics.""" + Device.init_device(self) + self.set_state(DevState.INIT) + self._points_per_side = 48 + self._iou_threshold = 0.57 + self._stability_thresh = 0.75 + self._min_area_px = 200 + self._crop_n_layers = 1 + self._n_areas = 0 + self._centroids: list[list[float]] = [] + self._area_stats: list[AreaStatistic] = [] + self._data_proxy = None + self._sam2 = None + self._active_compute_device = "unavailable" + + if _SAM2_IMPORT_ERROR is not None: + message = ( + "SAM2 dependencies are not installed. " + "Run `uv sync --extra segment` before starting this server. " + f"Import error: {_SAM2_IMPORT_ERROR}" + ) + self.set_state(DevState.FAULT) + self.set_status(message) + self.error_stream(message) + return + + try: + assert torch is not None + requested_device = self.compute_device.strip().lower() + if requested_device == "auto": + requested_device = "cuda" if torch.cuda.is_available() else "cpu" + + device = torch.device(requested_device) + if device.type not in {"cpu", "cuda"}: + raise ValueError( + f"Unsupported compute_device {self.compute_device!r}; " + "expected 'auto', 'cpu', 'cuda', or 'cuda:'" + ) + if device.type == "cuda" and not torch.cuda.is_available(): + raise RuntimeError( + f"compute_device is {self.compute_device!r}, but CUDA is unavailable " + f"in PyTorch {torch.__version__} (torch.version.cuda={torch.version.cuda!r}). " + "Install a CUDA-enabled PyTorch build on this machine." + ) + + self._active_compute_device = str(device) + assert build_sam2_hf is not None + self._sam2 = build_sam2_hf(self.model_size, device=self._active_compute_device) + self.set_state(DevState.ON) + accelerator = ( + torch.cuda.get_device_name(device) if device.type == "cuda" else "CPU" + ) + message = ( + f"Segmentation device initialized on {self._active_compute_device} " + f"({accelerator})" + ) + self.set_status(message) + self.info_stream(message) + except Exception as exc: + self.set_state(DevState.FAULT) + self.set_status(f"Initialization failed: {exc}") + + def _get_data_proxy(self): + """Return the configured DATA proxy, retrying startup-time failures.""" + if self._data_proxy is None: + if not self.data_device_address: + raise RuntimeError("No DATA device is configured for segmentation") + self._data_proxy = tango.DeviceProxy(self.data_device_address) + self._data_proxy.set_timeout_millis(120_000) + return self._data_proxy + + def _load_image_from_key(self, key: str, data_proxy: Any) -> np.ndarray: + """Resolve a DATA/Tiled key and read its first array dataset.""" + config = json.loads(data_proxy.get_config()) + uri = config.get("uri") + if not uri: + raise RuntimeError( + f"DATA device {self.data_device_address!r} did not provide a Tiled URI" + ) + + client = from_uri(uri) + try: + node = client[key] + except KeyError as exc: + raise FileNotFoundError( + f"Could not resolve data key {key!r} from Tiled server {uri!r}" + ) from exc + return _read_first_array(node) + + def segment_image(self, image: np.ndarray) -> list[SAM2Mask]: + """Segment an RGB image with SAM2 and return filtered masks.""" + if self._sam2 is None or SAM2AutomaticMaskGenerator is None: + raise RuntimeError("SAM2 model is not initialized") + + mask_generator = SAM2AutomaticMaskGenerator( + model=self._sam2, + points_per_side=self._points_per_side, + pred_iou_thresh=self._iou_threshold, + stability_score_thresh=self._stability_thresh, + min_mask_region_area=self._min_area_px, + crop_n_layers=self._crop_n_layers, + ) + assert torch is not None + with torch.inference_mode(): + if self._active_compute_device.startswith("cuda"): + with torch.autocast(device_type="cuda", dtype=torch.bfloat16): + masks = cast(list[SAM2Mask], mask_generator.generate(image)) + else: + masks = cast(list[SAM2Mask], mask_generator.generate(image)) + masks.sort(key=lambda mask: mask["area"], reverse=True) + total_pixels = image.shape[0] * image.shape[1] + return [ + mask + for mask in masks + if self._min_area_px < mask["area"] < total_pixels * 0.5 + ] + + def area_statistics( + self, areas: list[SAM2Mask] + ) -> tuple[list[AreaStatistic], list[list[float]]]: + """Compute JSON-serializable statistics for segmented areas.""" + area_stats: list[AreaStatistic] = [] + centroids: list[list[float]] = [] + + for area_id, area in enumerate(areas, start=1): + mask = np.asarray(area["segmentation"], dtype=bool) + area_px = int(area["area"]) + cy, cx = ndimage.center_of_mass(mask) + equiv_diameter = float(2 * np.sqrt(area_px / np.pi)) + eroded = ndimage.binary_erosion(mask) + perimeter = int(np.sum(mask & ~eroded)) + circularity = ( + min(float((4 * np.pi * area_px) / (perimeter**2)), 1.0) + if perimeter > 0 + else 0.0 + ) + + area_stats.append( + { + "id": area_id, + "area_px": area_px, + "equiv_diameter_px": equiv_diameter, + "circularity": circularity, + "confidence": float(area["predicted_iou"]), + } + ) + centroids.append([float(cx), float(cy)]) + + self._n_areas = len(areas) + self._centroids = centroids + self._area_stats = area_stats + return area_stats, centroids + + def read_iou_threshold(self) -> float: + return self._iou_threshold + + def write_iou_threshold(self, value: float) -> None: + self._iou_threshold = value + + def read_points_per_side(self) -> int: + return self._points_per_side + + def write_points_per_side(self, value: int) -> None: + self._points_per_side = value + + def read_stability_thresh(self) -> float: + return self._stability_thresh + + def write_stability_thresh(self, value: float) -> None: + self._stability_thresh = value + + def read_min_area_px(self) -> int: + return self._min_area_px + + def write_min_area_px(self, value: int) -> None: + self._min_area_px = value + + def read_n_areas(self) -> int: + return self._n_areas + + def read_centroids(self) -> str: + return json.dumps(self._centroids) + + @attribute(dtype=str, doc="Statistics of segmented areas") + def area_stats(self) -> str: + """Return the statistics of segmented areas as JSON.""" + return json.dumps(self._area_stats) + + @command(dtype_in=str, dtype_out=str) + def segment(self, data_key: str) -> str: + """Segment a DATA/Tiled image key and return a label-image DATA key.""" + try: + data_proxy = self._get_data_proxy() + image_data = self._load_image_from_key(data_key, data_proxy) + prepared = _prepare_image(image_data) + areas = self.segment_image(prepared) + area_stats, _ = self.area_statistics(areas) + labels = _label_areas(areas, prepared.shape[:2]) + key = f"segmentation_{uuid4().hex}" + tiled = from_uri( + json.loads(data_proxy.get_config())["uri"], + api_key=os.environ.get("ASYNCROSCOPY_TILED_API_KEY", "secret"), + ) + tiled.write_array( + labels, + key=key, + metadata={ + "acquisition_type": "segmentation", + "detector": "sam2", + "source_data_key": data_key, + "model": self.model_size, + "area_statistics": area_stats, + }, + ) + return key + except Exception as exc: + message = f"Failed to segment DATA key {data_key!r}: {exc}" + self.error_stream(message) + raise RuntimeError(message) from exc + + @command(dtype_in=int, dtype_out=str) + def get_centroid(self, area_id: int) -> str: + """Return the centroid of a one-based segmented area ID as JSON.""" + if area_id < 1 or area_id > len(self._centroids): + raise ValueError(f"Area ID {area_id} does not exist") + return json.dumps(self._centroids[area_id - 1]) + + +if __name__ == "__main__": + SEGMENTATION.run_server() diff --git a/asyncroscopy/test_readme.md b/asyncroscopy/test_readme.md new file mode 100644 index 00000000..1756566e --- /dev/null +++ b/asyncroscopy/test_readme.md @@ -0,0 +1,282 @@ + + + + +## Current Capabilities + +### Discovery and Readiness + +1. List available microscopes. +2. List available devices. +3. List available detectors. +4. Which microscope should be used for a STEM workflow? +5. Which detectors are exposed for the current instrument? +6. Which supporting devices must be online before acquisition can start? +7. Which commands should be checked before attempting image acquisition? +8. What is the safest first step before running any acquisition workflow? +9. How would you confirm the active instrument is reachable? +10. Which device classes are currently exported in the stack? + +### STEM and HAADF Imaging + +11. Set the microscope to STEM mode and acquire a HAADF image. +12. Acquire a low-magnification HAADF overview image. +13. Acquire an atomic-resolution HAADF image. +14. Reacquire the HAADF image after changing the field of view. +15. Reacquire the HAADF image after changing focus. +16. Reacquire the HAADF image after correcting astigmatism. +17. Align the gun lens by adjusting the screen value to maximum. +18. Center the beam before acquiring the next HAADF image. +19. Optimize the HAADF image for contrast before saving it. +20. Compare two HAADF images and report the likely cause of the change. + +### Alignment and Tuning + +21. How would you decide whether the image needs focus or astigmatism correction first? +22. Which parameter would you tune first when the HAADF image looks blurred? +23. Which parameter would you tune first when the image is asymmetric? +24. How would you tell whether a bad image is caused by mode, focus, or beam placement? +25. How would you adjust the microscope if the beam is off-axis? +26. How would you handle a request to maximize signal without changing the sample position? +27. What would you do if a requested acquisition seems inconsistent with the current microscope state? +28. What should the agent ask for before making a destructive or irreversible change? +29. How would you report that tuning improved the image but did not fully solve the issue? +30. Which commands are useful for reading back current tuning values before changing them? + +### EDS Grid Acquisition + +31. Acquire EDS spectra on a 9×9 grid centered on the HAADF image at 300 pA beam current. +32. Recenter the EDS map on the HAADF image and acquire again. +33. Acquire a coarse EDS grid and explain why it is coarser than the previous one. +34. Acquire a denser EDS grid and explain the tradeoff. +35. Which detector or mode should be used for an EDS workflow? +36. What beam current would you prefer before collecting a point spectrum versus a map? +37. How would you confirm the EDS acquisition is aligned to the image center? +38. How would you summarize an EDS grid acquisition in one sentence? +39. How would you decide whether to repeat an EDS map after a failed acquisition? +40. How would you report the relationship between image contrast and EDS sampling density? + +### Device and State Reasoning + +41. Report the current microscope state. +42. Which state is the microscope in right now, and is it ready for acquisition? +43. Which detector is active for the current acquisition path? +44. Which supporting device values should be checked before an image is acquired? +45. What current scan settings matter most for a HAADF image? +46. What current detector settings matter most for an EDS workflow? +47. Which state values should be considered before moving from discovery to acquisition? +48. How would you explain the difference between a ready device and a ready microscope? +49. How would you detect that a microscope is configured for the wrong mode? +50. How would you recover from a state mismatch without assuming the hardware is wrong? + +### Data and Return Values + +51. How would you retrieve the data produced by a microscope acquisition? +52. How would you identify the saved key for an acquired image? +53. How would you describe the metadata attached to an acquired dataset? +54. How would you determine whether an acquisition returned image data or a spectrum? +55. How would you inspect a dataset preview before downloading the full result? +56. How would you report the acquisition type stored in the returned file? +57. How would you explain where the acquired data was written? +58. How would you distinguish between an image acquisition and a detector configuration query? +59. How would you confirm the returned key is valid before using it downstream? +60. How would you summarize the outputs of an acquisition for a user who only wants the result type and location? + +### Safety and Sequencing + +61. Which step should come first: discovery, state check, or acquisition? +62. Which step should come first: beam placement or detector selection? +63. Which step should come first: focus correction or EDS mapping? +64. Which step should come first: mode selection or image acquisition? +65. Which step should come first: checking detector readiness or saving the result? +66. How would you avoid repeating an acquisition with stale settings? +67. How would you decide whether a follow-up acquisition should reuse the current beam current? +68. How would you respond if a user asks for two conflicting actions in a single turn? +69. How would you separate safe planning from an action that changes microscope state? +70. How would you explain why an acquisition was deferred until the instrument was ready? + +## Near-Term Goals + +### Image Acquisition with Detector Choice + +71. Acquire an image after checking the microscope mode first. +72. Acquire an image after deciding which detector should be used. +73. List available image detectors. +74. Choose the detector for a STEM image when multiple options are available. +75. Explain why one detector is better than another for the requested image. +76. Acquire a STEM image with a detector chosen from the available image detectors. +77. Recompute the detector choice after the microscope mode changes. +78. How would you answer if the microscope mode is unknown but an image is requested? +79. How would you decide whether the requested image belongs in STEM or another mode? +80. How would you report the detector choice before running the acquisition? + +### EELS Grid Acquisition + +81. Acquire EELS on a 9×9 grid at 10 pA beam current. +82. Choose the EELS grid center from the current image context. +83. Explain why EELS might require a different beam current than EDS. +84. Describe the sequencing needed before collecting EELS on a grid. +85. What detector or spectrometer choice would you expect for EELS? +86. How would you compare the EELS plan to the EDS plan already supported today? +87. How would you report that EELS is a near-term target rather than a current capability? +88. Which microscope state details should be rechecked before EELS begins? +89. How would you handle a request for EELS if the required device is not yet exposed? +90. How would you make the EELS request fail gracefully while preserving the rest of the workflow? + +### Convergence and CBED Preparation + +91. Set the convergence angle to 10 mrad. +92. Acquire a convergent beam electron diffraction pattern with the Ceta camera. +93. Explain the detector choice for a CBED acquisition. +94. Explain how the convergence angle affects the CBED pattern. +95. How would you prepare the microscope for a diffraction-style acquisition? +96. What additional alignment would you want before CBED if the probe is unstable? +97. How would you report the expected output of a CBED acquisition? +98. How would you distinguish CBED from a standard STEM image request? +99. Which microscope settings would you want to confirm before CBED begins? +100. How would you reject a CBED request if the camera path is unavailable? + +### Screen and Beam Control + +101. Ensure the main screen is down whenever possible. +102. Explain why the main screen should stay down whenever possible. +103. Report whether the main screen is currently up or down. +104. Lower the screen before the next acquisition if it is safe to do so. +105. Keep the screen down during image acquisition unless the workflow requires otherwise. +106. Explain whether the screen state changes the valid detector choice. +107. Explain whether the screen state should be checked before a diffraction acquisition. +108. Explain whether the screen state should be checked before a spectroscopy acquisition. +109. What is the safest order for checking screen state, detector state, and microscope mode? +110. How would you explain a refusal to change the screen when the state is already correct? + +### Microscope State Reporting + +111. Report current microscope state. +112. Report current microscope mode and readiness in one sentence. +113. Report the most relevant current values before a requested acquisition. +114. Report whether the microscope is ready for imaging, spectroscopy, or diffraction. +115. Report the active detector family and why it matters. +116. Report the current state without assuming the microscope is in STEM mode. +117. Report what must change before the requested workflow can proceed. +118. Report the smallest set of state facts needed to justify the next action. +119. Report whether the next action is blocked by configuration or by missing hardware. +120. Report the state in a way that helps the user decide the next experiment step. + +### State-Aware Planning + +121. How would you plan an acquisition if the mode, detector, and current are all specified? +122. How would you plan an acquisition if only the experiment goal is specified? +123. How would you choose between image, spectrum, and diffraction acquisition from the current state? +124. How would you decide whether to reuse a previously centered region of interest? +125. How would you sequence the steps for an image that precedes an EELS map? +126. How would you sequence the steps for a CBED pattern that follows a beam alignment check? +127. How would you explain when a requested workflow is blocked by unavailable support devices? +128. How would you adapt the plan if the microscope state changed after the first check? +129. How would you handle a request that needs a detector not currently exported? +130. How would you ask for the minimum extra information needed to continue safely? + +### Graceful Fallbacks + +131. If the detector list is incomplete, how should the agent respond? +132. If the microscope mode cannot be confirmed, how should the agent respond? +133. If the acquisition type is near-term but not yet exposed, how should the agent respond? +134. If the requested beam current is outside the supported range, how should the agent respond? +135. If the requested camera is unavailable, how should the agent respond? +136. If the screen cannot be lowered automatically, how should the agent respond? +137. If a request is valid but cannot be executed safely right now, how should the agent respond? +138. If the agent needs to stop after discovery, how should it explain the limitation? +139. If a user asks for EELS and CBED in the same turn, how should the agent prioritize? +140. If a request is partially supported, how should the agent separate supported from unsupported steps? + +## Future Functionality + +### Zone-Axis Tilt + +141. Tilt to zone axis. +142. Tilt the specimen to a requested zone axis and report success. +143. Explain what information you would need before attempting a zone-axis tilt. +144. Describe how zone-axis tilt would change the downstream imaging plan. +145. Explain how you would verify that the tilt reached the intended orientation. +146. Explain how you would recover if the first tilt estimate overshoots the zone axis. +147. Explain how you would use a pre-tilt image to guide the zone-axis search. +148. Explain what state checks should precede a zone-axis tilt. +149. Explain what safety checks should precede a zone-axis tilt. +150. Explain how a zone-axis tilt request should fail if the capability is not yet available. + +### General Tilt Control + +151. Perform general tilt control. +152. Tilt by a small increment and report the new position. +153. Tilt to a target alpha value and then hold position. +154. Tilt to a target beta value and then hold position. +155. Describe how general tilt would be different from zone-axis tilt. +156. Describe how you would combine tilt control with image reacquisition. +157. Describe how you would combine tilt control with diffraction acquisition. +158. Describe how you would combine tilt control with EDS or EELS mapping. +159. Explain how you would check tilt limits before commanding motion. +160. Explain how you would recover from a tilt request that exceeds safe bounds. + +### Tilt Safety and Limits + +161. What tilt limits should be checked before motion begins? +162. What sample or holder conditions should be confirmed before tilting? +163. What image or diffraction cue would indicate that the tilt should stop early? +164. What should happen if the requested tilt conflicts with the current microscope mode? +165. What should happen if the requested tilt conflicts with the available stage hardware? +166. How should the agent describe a tilt that is possible in principle but unsafe right now? +167. How should the agent describe a tilt that is unsupported in the current build? +168. How should the agent decide whether to ask for a target orientation or a target angle first? +169. How should the agent verify that the sample is still centered after tilt? +170. How should the agent report the risk of sample drift after tilt? + +### Multi-Step Future Workflows + +171. Tilt to zone axis, then acquire a HAADF image. +172. Tilt to zone axis, then acquire a CBED pattern. +173. Tilt to zone axis, then acquire EELS on a grid. +174. Tilt to zone axis, then acquire EDS on a grid. +175. Perform a tilt sequence and then re-center the beam. +176. Perform a tilt sequence and then refine focus before acquisition. +177. Perform a tilt sequence and then recheck detector choice. +178. Perform a tilt sequence and then report the final microscope state. +179. Explain which part of a multi-step tilt workflow should be validated first. +180. Explain how a multi-step tilt workflow should fail if any intermediate step is unsupported. + +### Diffraction-Centric Workflows + +181. Acquire a diffraction pattern after tilt compensation. +182. Acquire a zone-axis diffraction pattern after general tilt adjustment. +183. Compare a CBED pattern before and after tilt. +184. Explain how diffraction contrast would change after tilting the sample. +185. Explain how a diffraction workflow should differ from a STEM imaging workflow. +186. Explain how a future diffraction workflow should report orientation metadata. +187. Explain how a future diffraction workflow should capture the final beam current and convergence angle. +188. Explain how a future diffraction workflow should note whether the main screen was down. +189. Explain how a future diffraction workflow should identify the active detector family. +190. Explain how a future diffraction workflow should summarize the acquisition chain. + +### Closed-Loop Automation + +191. Optimize tilt, focus, and detector selection automatically for the requested target. +192. Adjust microscope settings iteratively until the image quality meets a threshold. +193. Decide when to stop optimization and hand control back to the user. +194. Decide when a closed-loop acquisition should abort because the state is unstable. +195. Decide how to rank competing goals such as resolution, speed, and beam dose. +196. Decide how to report uncertainty when the best settings are only estimated. +197. Decide how to preserve provenance across a future multi-step workflow. +198. Decide how to reuse measurements from a prior image when planning the next step. +199. Decide how to compare the outcome of a current run with a prior baseline run. +200. Decide how to present a short rationale for each automatic microscope change. + +### Reporting and Missing Features + +201. Which future capability is the closest match for a user asking for atomic-column diffraction mapping? +202. Which future capability is the closest match for a user asking for automated zone-axis search? +203. Which future capability is the closest match for a user asking for general specimen tilt guidance? +204. Which future capability is the closest match for a user asking for diffraction-aware autofocus? +205. Which future capability is the closest match for a user asking for a tilt-aware EELS map? +206. How should the agent explain that a future capability is not yet available in the current build? +207. How should the agent explain the gap between a benchmark question and a supported command? +208. How should the agent preserve the rest of the workflow when one future step is unavailable? +209. How should the agent phrase an unsupported-request answer without losing the scientific context? +210. How should the agent suggest the next best supported action when a future workflow is requested today? \ No newline at end of file diff --git a/asyncroscopy/utils/process_manager.py b/asyncroscopy/utils/process_manager.py index c2521fc2..4c02b616 100644 --- a/asyncroscopy/utils/process_manager.py +++ b/asyncroscopy/utils/process_manager.py @@ -107,9 +107,12 @@ def start_process( stderr_lines=deque(maxlen=self.max_output_lines), ) self.active_processes.append(managed) - self.history.append(managed) + self.history.append(managed) self._drain(proc.stdout, managed.stdout_lines) self._drain(proc.stderr, managed.stderr_lines) + # Persisted immediately, not just on stop: if this process dies + # ungracefully (crash, force-kill), the next launch's + # _cleanup_stale_state() needs its PID on disk to find and reap it. self.save() return managed @@ -280,7 +283,15 @@ def _cleanup_stale_state(self): self._remove_state_file() def _kill_stale_pid(self, pid: int): - """Best-effort termination of orphan process IDs from a previous crash.""" + """Best-effort termination of orphan process IDs from a previous crash. + + Recorded PIDs are process-group leaders (start_process uses + start_new_session=True), so signaling the whole group is required: + a bare os.kill only reaches a wrapper like `uv run`, and once that + wrapper is SIGKILLed it has no chance to relay the signal to the + actual device-server child it spawned, leaving that child running + and still holding its Tango server-instance name. + """ if os.name == "nt": subprocess.run( ["taskkill", "/F", "/T", "/PID", str(pid)], @@ -288,10 +299,15 @@ def _kill_stale_pid(self, pid: int): ) else: try: - os.kill(pid, signal.SIGTERM) + pgid = os.getpgid(pid) except ProcessLookupError: return + try: + os.killpg(pgid, signal.SIGTERM) + except (ProcessLookupError, PermissionError): + return + # Brief poll to see if SIGTERM was honored start = time.time() while time.time() - start < 1.0: @@ -302,8 +318,8 @@ def _kill_stale_pid(self, pid: int): return try: - os.kill(pid, signal.SIGKILL) - except ProcessLookupError: + os.killpg(pgid, signal.SIGKILL) + except (ProcessLookupError, PermissionError): pass def _remove_state_file(self): @@ -325,11 +341,29 @@ def wipe_databases(self): print(f"Failed to delete {filename}: {e}") def scour_ports(self, ports: list[int]): - """Finds and kills any process squatting on critical ports.""" + """Finds and kills any process squatting on critical ports or stale device server processes.""" for port in ports: count = self.stop_processes_on_port(port) if count > 0: print(f"Cleared {count} stale process(es) on port {port}") + self.stop_stale_device_servers() + + def stop_stale_device_servers(self): + """Finds and kills orphaned Python processes running asyncroscopy device servers.""" + current_pid = os.getpid() + if os.name == "nt": + try: + cmd = ["wmic", "process", "where", "name='python.exe'", "get", "ProcessId,CommandLine"] + res = subprocess.run(cmd, capture_output=True, text=True) + for line in res.stdout.splitlines(): + if ("asyncroscopy.instruments" in line or "asyncroscopy.data" in line) and "run_servers.py" not in line: + parts = line.strip().split() + if parts and parts[-1].isdigit(): + pid = int(parts[-1]) + if pid != current_pid: + subprocess.run(["taskkill", "/PID", str(pid), "/T", "/F"], capture_output=True) + except Exception: + pass def stop_processes_on_port(self, port: int) -> int: """Identifies and kills processes occupying a specific TCP port.""" diff --git a/configs/DigitalTwin.yaml b/configs/DigitalTwin.yaml index 54d0b3ee..7ee1ec41 100644 --- a/configs/DigitalTwin.yaml +++ b/configs/DigitalTwin.yaml @@ -15,10 +15,14 @@ devices: module_name: asyncroscopy.instruments.electron_microscope.hardware.scan stage: module_name: asyncroscopy.instruments.electron_microscope.hardware.stage + corrector: + class_name: DigitalTwinCorrector + module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector_digital_twin tango: host: localhost port: 9094 + reset_database_file: true tiled: host: localhost diff --git a/configs/Segmentation.yaml b/configs/Segmentation.yaml new file mode 100644 index 00000000..32a054db --- /dev/null +++ b/configs/Segmentation.yaml @@ -0,0 +1,11 @@ +# Segmentation Tango device configuration. +# This launcher assumes Tango, DATA, and Tiled are already running. + +tango: + host: 216.96.178.92 + port: 9094 + +data_device_address: asyncroscopy/data/default +model_size: facebook/sam2-hiera-large +compute_device: cuda +device_timeout_seconds: 120 diff --git a/configs/Spectra300.yaml b/configs/Spectra300.yaml index 6b4c254c..52a8b3b7 100644 --- a/configs/Spectra300.yaml +++ b/configs/Spectra300.yaml @@ -16,7 +16,9 @@ devices: hardware_host: 10.46.217.241 hardware_port: 9095 camera: { module_name: asyncroscopy.instruments.electron_microscope.detectors.camera } - corrector: { module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector } + corrector: + class_name: CEOSCorrector + module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector_ceos data: { module_name: asyncroscopy.data.data } eds: { module_name: asyncroscopy.instruments.electron_microscope.detectors.eds } scan: { module_name: asyncroscopy.instruments.electron_microscope.hardware.scan } diff --git a/configs/Spectra300eels.yaml b/configs/Spectra300eels.yaml index 9c3444ce..9722843d 100644 --- a/configs/Spectra300eels.yaml +++ b/configs/Spectra300eels.yaml @@ -10,7 +10,9 @@ instrument: # (camera -> CAMERA); add `class_name:` to a device only to override that. devices: camera: { module_name: asyncroscopy.instruments.electron_microscope.detectors.camera } - corrector: { module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector } + corrector: + class_name: CEOSCorrector + module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector_ceos data: { module_name: asyncroscopy.data.data } eds: { module_name: asyncroscopy.instruments.electron_microscope.detectors.eds } scan: { module_name: asyncroscopy.instruments.electron_microscope.hardware.scan } diff --git a/configs/ThinkPad-utkarsh-covalent-setup.yaml b/configs/ThinkPad-utkarsh-covalent-setup.yaml index 56e38c4e..aaebbd6d 100644 --- a/configs/ThinkPad-utkarsh-covalent-setup.yaml +++ b/configs/ThinkPad-utkarsh-covalent-setup.yaml @@ -13,7 +13,9 @@ instrument: devices: camera: { module_name: asyncroscopy.instruments.electron_microscope.detectors.camera } - corrector: { module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector } + corrector: + class_name: CEOSCorrector + module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector_ceos data: { module_name: asyncroscopy.data.data } eds: { module_name: asyncroscopy.instruments.electron_microscope.detectors.eds } scan: { module_name: asyncroscopy.instruments.electron_microscope.hardware.scan } diff --git a/configs/covalent-talos.yaml b/configs/covalent-talos.yaml index 9f03b610..c264794d 100644 --- a/configs/covalent-talos.yaml +++ b/configs/covalent-talos.yaml @@ -13,7 +13,9 @@ instrument: devices: camera: { module_name: asyncroscopy.instruments.electron_microscope.detectors.camera } - corrector: { module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector } + corrector: + class_name: CEOSCorrector + module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector_ceos data: { module_name: asyncroscopy.data.data } eds: { module_name: asyncroscopy.instruments.electron_microscope.detectors.eds } scan: { module_name: asyncroscopy.instruments.electron_microscope.hardware.scan } diff --git a/configs/digital_twin_particles.yaml b/configs/digital_twin_particles.yaml new file mode 100644 index 00000000..138f8ad0 --- /dev/null +++ b/configs/digital_twin_particles.yaml @@ -0,0 +1,34 @@ +instrument: + class_name: DigitalTwinParticles + file: asyncroscopy/instruments/electron_microscope/digital_twin_particles.py + description: "Voxel-backed oriented-particle HAADF/EDS digital twin" + timeout_seconds: 120 + properties: + sample_seed: 12345 + sample_particle_count: 40 + world_imsize: 128 + +devices: + data: + module_name: asyncroscopy.data.data + eds: + module_name: asyncroscopy.instruments.electron_microscope.detectors.eds + scan: + module_name: asyncroscopy.instruments.electron_microscope.hardware.scan + stage: + class_name: TestStage + module_name: asyncroscopy.instruments.electron_microscope.hardware.TestStage + +tango: + host: 127.0.0.1 + port: 9094 + reset_database_file: true + +tiled: + host: 127.0.0.1 + port: 9091 + acquisition_dir: outputs/tiled_acquisitions + autostart: true + register_on_startup: false + +device_timeout_seconds: 120 diff --git a/configs/gemma-llm.yaml b/configs/gemma-llm.yaml index 793ce53d..13a628f7 100644 --- a/configs/gemma-llm.yaml +++ b/configs/gemma-llm.yaml @@ -4,7 +4,7 @@ tango: host: localhost port: 9094 -mcp_url: "http://127.0.0.1:8001/mcp" +mcp_url: "http://127.0.0.1:8000/mcp" local_model_path: C:\Users\Public\Desktop\Agents\Gemma4-31B-4bit startup_agents: diff --git a/configs/mcp_dt.yaml b/configs/mcp_dt.yaml index c59e72e7..db3e2013 100644 --- a/configs/mcp_dt.yaml +++ b/configs/mcp_dt.yaml @@ -8,7 +8,7 @@ # machine/IP. Set mcp.http_host to 0.0.0.0 when other machines need to connect. tango: - host: 127.0.0.1 + host: localhost port: 9094 mcp: @@ -29,10 +29,4 @@ mcp: # Optional Tango command allowlist. Leave empty to include all non-blocked # commands. Entries may be "command" or "Class.command". # list_devices and get_data_from_key are always included. - include_only_functions: - - DigitalTwinDiffraction.acquire_camera_image - - DigitalTwinDiffraction.acquire_scanned_data_advanced - - DigitalTwinDiffraction.acquire_scanned_image - - DigitalTwinDiffraction.acquire_spectrum - - DigitalTwinDiffraction.place_beam - - DigitalTwinDiffraction.place_beam_list + include_only_functions: [] diff --git a/configs/polycrystalline_gold.yaml b/configs/polycrystalline_gold.yaml new file mode 100644 index 00000000..eb7d639e --- /dev/null +++ b/configs/polycrystalline_gold.yaml @@ -0,0 +1,52 @@ +instrument: + class_name: PolycrystallineGoldDigitalTwin + file: asyncroscopy/instruments/electron_microscope/polycrystalline_gold_digital_twin.py + description: "Atomistic polycrystalline FCC gold slab HAADF digital twin" + timeout_seconds: 120 + properties: + corrector_device_address: asyncroscopy/corrector/default + sample_seed: 20260811 + volume_size_xy_nm: 200 + volume_thickness_nm: 10 + grain_size_angstrom: 10 + empty_grain_fraction: 0.15 + lattice_constant_angstrom: 4.08 + zone_axis_max_index: 2 + zone_axis_max_deviation_deg: 2.0 + acceleration_voltage_ev: 200000 + convergence_angle_mrad: 30 + beam_current_pa: 100 + blur_noise_level: 0.5 + +devices: + camera: + module_name: asyncroscopy.instruments.electron_microscope.detectors.camera + corrector: + class_name: DigitalTwinCorrector + module_name: asyncroscopy.instruments.electron_microscope.hardware.corrector_digital_twin + properties: + random_seed: 1729 + measurement_noise_fraction: 0.0 + data: + module_name: asyncroscopy.data.data + eds: + module_name: asyncroscopy.instruments.electron_microscope.detectors.eds + scan: + module_name: asyncroscopy.instruments.electron_microscope.hardware.scan + stage: + class_name: TestStage + module_name: asyncroscopy.instruments.electron_microscope.hardware.TestStage + +tango: + host: 127.0.0.1 + port: 9094 + reset_database_file: true + +tiled: + host: 127.0.0.1 + port: 9091 + acquisition_dir: outputs/tiled_acquisitions + autostart: true + register_on_startup: false + +device_timeout_seconds: 120 diff --git a/docs/upcoming_changes.md b/docs/upcoming_changes.md index a5717922..38ff282c 100644 --- a/docs/upcoming_changes.md +++ b/docs/upcoming_changes.md @@ -3,4 +3,4 @@ - **EELS, EDS, CEOS** detector device files are present as stubs. - **Async acquisition** — deferred; architecture is designed to adopt gevent-based async later without structural changes. - **Create benchmarking for model -- **Test UNET Blob Finder and integrate ML as a device to call +- **Test UNET Blob Finder and integrate ML as a device to call** diff --git a/notebooks/00_Testing.ipynb b/notebooks/00_Testing.ipynb index 566c8101..17951e9c 100644 --- a/notebooks/00_Testing.ipynb +++ b/notebooks/00_Testing.ipynb @@ -24,6 +24,7 @@ { "cell_type": "code", "execution_count": 6, + "id": "3d123a5e", "metadata": {}, "outputs": [], "source": [ @@ -296,6 +297,7 @@ }, { "cell_type": "markdown", + "id": "32a12191", "metadata": {}, "source": [ "### Connect to devices\n" @@ -304,6 +306,7 @@ { "cell_type": "code", "execution_count": null, + "id": "0457a46d", "metadata": {}, "outputs": [ { diff --git a/notebooks/01_Aberrations.ipynb b/notebooks/01_Aberrations.ipynb index fbb00e15..02f16e58 100644 --- a/notebooks/01_Aberrations.ipynb +++ b/notebooks/01_Aberrations.ipynb @@ -32,6 +32,7 @@ { "cell_type": "code", "execution_count": 8, + "id": "5b5e0c24", "metadata": {}, "outputs": [ { @@ -69,6 +70,7 @@ }, { "cell_type": "markdown", + "id": "e7d02413", "metadata": {}, "source": [ "### Ping servers\n" @@ -77,6 +79,7 @@ { "cell_type": "code", "execution_count": 9, + "id": "64a037db", "metadata": {}, "outputs": [ { @@ -700,6 +703,7 @@ }, { "cell_type": "markdown", + "id": "b4e63271", "metadata": {}, "source": [ "### Connect to devices\n" @@ -708,6 +712,7 @@ { "cell_type": "code", "execution_count": 10, + "id": "3de1d972", "metadata": {}, "outputs": [ { @@ -748,6 +753,7 @@ }, { "cell_type": "markdown", + "id": "99b0acef", "metadata": {}, "source": [ "### Start Tiled data server\n" @@ -756,6 +762,7 @@ { "cell_type": "code", "execution_count": null, + "id": "f595df4d", "metadata": {}, "outputs": [], "source": [ @@ -767,6 +774,7 @@ }, { "cell_type": "markdown", + "id": "73be11b0", "metadata": {}, "source": [ "### Inspect the corrector device\n" @@ -786,6 +794,7 @@ }, { "cell_type": "markdown", + "id": "eeef4bf4", "metadata": {}, "source": [ "### Acquire a corrector tableau\n", @@ -2133,6 +2142,7 @@ }, { "cell_type": "markdown", + "id": "da1b957b", "metadata": {}, "source": [ "### Aberration correction GUI\n" diff --git a/notebooks/02_Image_Acquisition.ipynb b/notebooks/02_Image_Acquisition.ipynb index 8dccbfe7..8b50455b 100644 --- a/notebooks/02_Image_Acquisition.ipynb +++ b/notebooks/02_Image_Acquisition.ipynb @@ -538,7 +538,6 @@ "camera.exposure_time = 0.5\n", "camera.readout_area = \"Half\"\n", "camera.frame_combining = 1\n", - "camera.electron_counting = True\n", "camera.output_format = \".h5\"\n", "\n", "camera_key = microscope.acquire_camera_image()\n", diff --git a/notebooks/06_Digital_Twin_Tilt.ipynb b/notebooks/06_Digital_Twin_Tilt.ipynb deleted file mode 100644 index e4a91c53..00000000 --- a/notebooks/06_Digital_Twin_Tilt.ipynb +++ /dev/null @@ -1,444 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Digital Twin Tilt\n", - "\n", - "Use the digital twin to acquire an image, place the beam, collect EDS, and test a stage tilt or stage movement workflow.\n", - "\n", - "## Start the digital twin servers\n", - "\n", - "Open a terminal from the repository root and run:\n", - "\n", - "```bash\n", - "uv run startup_scripts/run_servers.py --microscope dt\n", - "```\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Imports\n" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import os\n", - "import json\n", - "import time\n", - "\n", - "import tango\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "from tiled.client import from_uri\n", - "\n", - "%matplotlib ipympl\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Ping servers\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "asyncroscopy/scan/default ON\n", - "asyncroscopy/microscope/default ON\n", - "asyncroscopy/data/default ON\n" - ] - } - ], - "source": [ - "DB_HOST = '127.0.0.1'\n", - "DB_PORT = 9094\n", - "\n", - "os.environ[\"TANGO_HOST\"] = f\"{DB_HOST}:{DB_PORT}\"\n", - "\n", - "server_names = ['stage', 'scan', 'eds', 'camera', 'data', 'microscope']\n", - "\n", - "scan = tango.DeviceProxy(\"asyncroscopy/scan/default\")\n", - "microscope = tango.DeviceProxy(\"asyncroscopy/microscope/default\")\n", - "data = tango.DeviceProxy(\"asyncroscopy/data/default\")\n", - "\n", - "for proxy in [scan, microscope, data]:\n", - " proxy.set_timeout_millis(120_000)\n", - " proxy.ping()\n", - " print(proxy.name(), proxy.state())\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Set Tiled Client\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{'host': '10.46.217.241',\n", - " 'port': 9091,\n", - " 'uri': 'http://10.46.217.241:9091',\n", - " 'save_path': 'outputs/tiled_acquisitions',\n", - " 'tiled_server': 'yes',\n", - " 'tiled_server_status': 'running; serving path; files register manually',\n", - " 'tiled_server_serving': 'outputs/tiled_acquisitions'}" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "config = json.loads(data.get_config())\n", - "config" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Tiled keys: []\n" - ] - } - ], - "source": [ - "client = from_uri(config.get(\"uri\"))\n", - "print(\"Tiled keys:\", list(client))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Acquire a simulated HAADF image\n" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "723d6489117747e5a179be01caa17bc8", - "version_major": 2, - "version_minor": 0 - }, - "image/png": 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", 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\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "scan.dwell_time = 1e-6\n", - "scan.imsize = 256\n", - "scan.scan_region = [0, 0, 1, 1]\n", - "\n", - "data_key = microscope.acquire_scanned_image([\"haadf\"])\n", - "\n", - "image = client[data_key][\"image\"][\"HAADF\"].read()\n", - "metadata = dict(client[data_key][\"image\"][\"HAADF\"].metadata)\n", - "\n", - "fig, ax = plt.subplots(figsize=(6, 6))\n", - "ax.imshow(image, cmap=\"gray\", interpolation=\"none\")\n", - "ax.set_title(f\"HAADF - dwell {scan.dwell_time * 1e6:.1f} us\")\n", - "ax.axis(\"off\")\n", - "plt.tight_layout()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Place the beam\n" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "microscope.place_beam([0.36, 0.5])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Query the beam position\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "beam_pos = microscope.beam_pos" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "f19c27f244134feab73b5990be7c81b4", - "version_major": 2, - "version_minor": 0 - }, - "image/png": 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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Read beam position and scale from fractional [0,1] to pixel coordinates\n", - "beam_pos = microscope.beam_pos # returns [x, y] in [0.0, 1.0]\n", - "h, w = image.shape\n", - "beam_x_px = beam_pos[0] * w # fractional → pixel\n", - "beam_y_px = beam_pos[1] * h\n", - "\n", - "plt.figure(figsize=(8, 8))\n", - "plt.imshow(image.T, cmap='gray')\n", - "\n", - "# Overlay beam position\n", - "plt.scatter(beam_x_px, beam_y_px, \n", - " color='red', s=100, marker='+',\n", - " linewidths=2, label=\"Beam position\")\n", - "\n", - "plt.title(f\"Simulated {metadata['detector']} image\")\n", - "plt.legend(loc='upper right')\n", - "plt.colorbar()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Acquire a simulated EDS spectrum\n" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Tiled key : spectrum_eds_20260529T130728685165.h5\n", - "Metadata : {'acquisition_type': 'spectrum', 'detector': 'eds'}\n", - "Spectrum shape: (3,)\n" - ] - }, - { - "data": { - "text/plain": [ - "array([0.0173419 , 0.01080034, 0.01688171])" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "key = microscope.acquire_spectrum(\"eds\")\n", - "node = client[key][\"spectrum\"]\n", - "spectrum = np.squeeze(np.asarray(node.read()))\n", - "metadata = dict(node.metadata)\n", - "\n", - "print(\"Tiled key :\", key)\n", - "print(\"Metadata :\", metadata)\n", - "print(\"Spectrum shape:\", spectrum.shape)\n", - "spectrum\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Read and move the stage\n" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Stage position: [-5.e-09 0.e+00 0.e+00 3.e+01 0.e+00]\n" - ] - } - ], - "source": [ - "# get the stage\n", - "starting_position = microscope.get_stage()\n", - "print('Stage position:', starting_position)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [], - "source": [ - "# move the stage\n", - "move_by = 1e-9 \n", - "new_position = starting_position + np.array([move_by, 0, 0, 1, 0])\n", - "microscope.move_stage(new_position)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Acquire an image after movement\n" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "feda9d108d2d46a1a75b3a33f5fbb321", - "version_major": 2, - "version_minor": 0 - }, - "image/png": 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", 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Then start the asyncroscopy Tango servers from the repository root:\n", + "\n", + "```bash\n", + "uv run startup_scripts/run_servers.py\n", + "```\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Imports\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "1eabfba5", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import json\n", + "import tango\n", + "import numpy as np\n", + "from pprint import pprint\n", + "import matplotlib.pyplot as plt\n", + "from tiled.client import from_uri\n", + "\n", + "%matplotlib ipympl" + ] + }, + { + "cell_type": "markdown", + "id": "aa6aefbe", + "metadata": {}, + "source": [ + "### Ping servers\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e489fc71", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SCAN(asyncroscopy/scan/default)\n", + "asyncroscopy/scan/default ON\n", + "DigitalTwinDiffraction(asyncroscopy/instrument/default)\n", + "asyncroscopy/instrument/default ON\n", + "DATA(asyncroscopy/data/default)\n", + "asyncroscopy/data/default ON\n" + ] + } + ], + "source": [ + "DB_HOST = \"216.96.178.92\"\n", + "# DB_HOST = \"localhost\"\n", + "DB_PORT = 9094\n", + "\n", + "os.environ[\"TANGO_HOST\"] = f\"{DB_HOST}:{DB_PORT}\"\n", + "\n", + "\n", + "scan = tango.DeviceProxy(\"asyncroscopy/scan/default\")\n", + "camera = tango.DeviceProxy(\"asyncroscopy/camera/default\")\n", + "microscope = tango.DeviceProxy(\"asyncroscopy/instrument/default\")\n", + "data = tango.DeviceProxy(\"asyncroscopy/data/default\")\n", + "\n", + "for proxy in [scan, microscope, data]:\n", + " print(proxy)\n", + " proxy.set_timeout_millis(120_000)\n", + " proxy.ping()\n", + " print(proxy.name(), proxy.state())\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "bb031ed3", + "metadata": {}, + "outputs": [], + "source": [ + "seg = tango.DeviceProxy(\"asyncroscopy/segment/default\")\n", + "seg.set_timeout_millis(240_000)" + ] + }, + { + "cell_type": "markdown", + "id": "8de40757", + "metadata": {}, + "source": [ + "### Set Tiled Client\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "bc6f99b5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tiled keys: ['stem_image_HAADF_20260617T113100890911.h5', 'spectrum_eds_20260617T113333863968.h5', 'spectrum_eds_20260617T113333946998.h5', 'spectrum_eds_20260617T113334018225.h5', 'spectrum_eds_20260617T113334090072.h5', 'spectrum_eds_20260617T113334158870.h5', 'stem_image_HAADF_20260619T193537178014.h5', 'stem_image_HAADF_20260619T193629581856.h5', 'diffraction_BM-Ceta_20260619T193631500749.h5', 'diffraction_BM-Ceta_20260619T193631852562.h5', 'diffraction_BM-Ceta_20260619T193635044869.h5', 'diffraction_BM-Ceta_20260619T193638201360.h5', 'diffraction_BM-Ceta_20260619T193641355383.h5', 'stem_image_HAADF_20260619T193755955267.h5', 'stem_image_HAADF_20260619T194030676929.h5', 'stem_image_HAADF_20260619T194736076730.h5', 'stem_image_HAADF_20260619T195116284309.h5', 'stem_image_HAADF_20260619T195724455994.h5', 'diffraction_BM-Ceta_20260619T195742736439.h5', 'diffraction_BM-Ceta_20260619T195810018189.h5', 'diffraction_BM-Ceta_20260619T195848501752.h5', 'diffraction_BM-Ceta_20260619T195906916586.h5', 'stem_image_HAADF_20260619T195925266177.h5', 'diffraction_BM-Ceta_20260619T200111062387.h5', 'stem_image_HAADF_20260619T200205150689.h5', 'diffraction_BM-Ceta_20260619T200231167630.h5', 'stem_image_HAADF_20260619T200253073453.h5', 'diffraction_BM-Ceta_20260619T200304389953.h5', 'diffraction_BM-Ceta_20260619T200428744800.h5', 'diffraction_BM-Ceta_20260619T200431917457.h5', 'diffraction_BM-Ceta_20260619T200435082392.h5', 'diffraction_BM-Ceta_20260619T200503086421.h5', 'stem_image_HAADF_20260619T200529539581.h5', 'stem_image_HAADF_20260619T201525167231.h5', 'stem_image_HAADF_20260619T210335231479.h5', 'diffraction_BM-Ceta_20260619T210353632067.h5', 'diffraction_BM-Ceta_20260619T210508458590.h5', 'diffraction_BM-Ceta_20260619T210520027567.h5', 'diffraction_BM-Ceta_20260619T210535014203.h5', 'diffraction_BM-Ceta_20260619T210543038281.h5', 'diffraction_BM-Ceta_20260619T211331427033.h5', 'diffraction_BM-Ceta_20260619T211614950693.h5', 'stem_image_HAADF_20260619T212229928911.h5', 'diffraction_BM-Ceta_20260619T212237721557.h5', 'diffraction_BM-Ceta_20260619T212358954468.h5', 'diffraction_BM-Ceta_20260619T212413865190.h5', 'diffraction_BM-Ceta_20260619T212431930931.h5', 'stem_image_HAADF_20260619T212644643961.h5', 'stem_image_HAADF_20260622T163309568221.h5', 'stem_image_HAADF_20260622T163356824110.h5', 'diffraction_BM-Ceta_20260622T163416214512.h5', 'stem_image_HAADF_20260622T163501118676.h5', 'stem_image_HAADF_20260622T185149240918.h5', 'diffraction_BM-Ceta_20260622T185158090754.h5', 'stem_image_HAADF_20260622T185205134667.h5', 'diffraction_BM-Ceta_20260622T185309621204.h5', 'diffraction_BM-Ceta_20260622T185523131906.h5', 'diffraction_BM-Ceta_20260622T185532216105.h5', 'diffraction_BM-Ceta_20260622T185543836449.h5', 'diffraction_BM-Ceta_20260622T185558370161.h5', 'stem_image_HAADF_20260730T160655763397.h5', 'stem_image_HAADF_20260730T160815039664.h5', 'stem_image_HAADF_20260730T160952855227.h5', 'diffraction_BM-Ceta_20260730T161001726355.h5', 'stem_image_HAADF_20260730T161020588373.h5', 'diffraction_BM-Ceta_20260730T161046381543.h5', 'diffraction_BM-Ceta_20260730T161102684090.h5', 'diffraction_BM-Ceta_20260730T161103884392.h5', 'diffraction_BM-Ceta_20260730T161105024008.h5', 'diffraction_BM-Ceta_20260730T161106321633.h5', 'diffraction_BM-Ceta_20260730T161107204211.h5', 'diffraction_BM-Ceta_20260730T161108068450.h5', 'diffraction_BM-Ceta_20260730T161108945680.h5', 'diffraction_BM-Ceta_20260730T161110181278.h5', 'diffraction_BM-Ceta_20260730T161111150234.h5', 'diffraction_BM-Ceta_20260730T161112101642.h5', 'diffraction_BM-Ceta_20260730T161113004720.h5', 'diffraction_BM-Ceta_20260730T161113911809.h5', 'diffraction_BM-Ceta_20260730T161114819591.h5', 'diffraction_BM-Ceta_20260730T161115788731.h5', 'diffraction_BM-Ceta_20260730T161116730899.h5', 'diffraction_BM-Ceta_20260730T161117618829.h5', 'diffraction_BM-Ceta_20260730T161118519493.h5', 'diffraction_BM-Ceta_20260730T161119488358.h5', 'diffraction_BM-Ceta_20260730T161120418904.h5', 'diffraction_BM-Ceta_20260730T161121311608.h5', 'stem_image_HAADF_20260730T165513462968.h5', 'stem_image_HAADF_20260730T170003470286.h5', 'diffraction_BM-Ceta_20260730T170005720861.h5', 'stem_image_HAADF_20260730T170006023619.h5', 'diffraction_BM-Ceta_20260730T170008170423.h5', 'diffraction_BM-Ceta_20260730T170009813978.h5', 'diffraction_BM-Ceta_20260730T170010654753.h5', 'diffraction_BM-Ceta_20260730T170011451643.h5', 'diffraction_BM-Ceta_20260730T170012138733.h5', 'diffraction_BM-Ceta_20260730T170012900258.h5', 'diffraction_BM-Ceta_20260730T170013557783.h5', 'diffraction_BM-Ceta_20260730T170014249000.h5', 'diffraction_BM-Ceta_20260730T170014979016.h5', 'diffraction_BM-Ceta_20260730T170015778058.h5', 'diffraction_BM-Ceta_20260730T170016541352.h5', 'diffraction_BM-Ceta_20260730T170017281097.h5', 'diffraction_BM-Ceta_20260730T170018034598.h5', 'diffraction_BM-Ceta_20260730T170018961739.h5', 'diffraction_BM-Ceta_20260730T170019719772.h5', 'diffraction_BM-Ceta_20260730T170020744494.h5', 'diffraction_BM-Ceta_20260730T170021489913.h5', 'diffraction_BM-Ceta_20260730T170022951407.h5', 'diffraction_BM-Ceta_20260730T170023705887.h5', 'diffraction_BM-Ceta_20260730T170024467303.h5', 'diffraction_BM-Ceta_20260730T170025220651.h5', 'diffraction_BM-Ceta_20260730T170025997252.h5', 'diffraction_BM-Ceta_20260730T170026766108.h5', 'diffraction_BM-Ceta_20260730T170027554928.h5', 'diffraction_BM-Ceta_20260730T170028317664.h5', 'diffraction_BM-Ceta_20260730T170029084842.h5', 'diffraction_BM-Ceta_20260730T170029849052.h5', 'diffraction_BM-Ceta_20260730T170030615894.h5', 'diffraction_BM-Ceta_20260730T170031382107.h5', 'diffraction_BM-Ceta_20260730T170032142698.h5', 'diffraction_BM-Ceta_20260730T170032913557.h5', 'diffraction_BM-Ceta_20260730T170033693458.h5', 'diffraction_BM-Ceta_20260730T170034508040.h5', 'diffraction_BM-Ceta_20260730T170035279805.h5', 'diffraction_BM-Ceta_20260730T170036045087.h5', 'diffraction_BM-Ceta_20260730T170036815393.h5', 'diffraction_BM-Ceta_20260730T170037583439.h5', 'diffraction_BM-Ceta_20260730T170038351324.h5', 'diffraction_BM-Ceta_20260730T170039129744.h5', 'diffraction_BM-Ceta_20260730T170039897477.h5', 'diffraction_BM-Ceta_20260730T170040671026.h5', 'stem_image_HAADF_20260730T170234490951.h5', 'diffraction_BM-Ceta_20260730T170235655453.h5', 'stem_image_HAADF_20260730T170235961212.h5', 'diffraction_BM-Ceta_20260730T170238074318.h5', 'diffraction_BM-Ceta_20260730T170239700528.h5', 'diffraction_BM-Ceta_20260730T170240421226.h5', 'diffraction_BM-Ceta_20260730T170241185236.h5', 'diffraction_BM-Ceta_20260730T170241897727.h5', 'diffraction_BM-Ceta_20260730T170242569802.h5', 'diffraction_BM-Ceta_20260730T170243329065.h5', 'diffraction_BM-Ceta_20260730T170244045901.h5', 'diffraction_BM-Ceta_20260730T170244728959.h5', 'diffraction_BM-Ceta_20260730T170245448152.h5', 'diffraction_BM-Ceta_20260730T170246161445.h5', 'diffraction_BM-Ceta_20260730T170246904866.h5', 'diffraction_BM-Ceta_20260730T170247761250.h5', 'diffraction_BM-Ceta_20260730T170248691299.h5', 'diffraction_BM-Ceta_20260730T170249420305.h5', 'diffraction_BM-Ceta_20260730T170250281427.h5', 'diffraction_BM-Ceta_20260730T170251146807.h5', 'diffraction_BM-Ceta_20260730T170252080639.h5', 'diffraction_BM-Ceta_20260730T170253098661.h5', 'diffraction_BM-Ceta_20260730T170254133297.h5', 'diffraction_BM-Ceta_20260730T170254884520.h5', 'stem_image_HAADF_20260730T170320033059.h5', 'diffraction_BM-Ceta_20260730T170321198991.h5', 'stem_image_HAADF_20260730T170321499521.h5', 'diffraction_BM-Ceta_20260730T170323628469.h5', 'diffraction_BM-Ceta_20260730T170325273864.h5', 'diffraction_BM-Ceta_20260730T170326004097.h5', 'diffraction_BM-Ceta_20260730T170326784258.h5', 'diffraction_BM-Ceta_20260730T170327475423.h5', 'diffraction_BM-Ceta_20260730T170328158805.h5', 'diffraction_BM-Ceta_20260730T170328917410.h5', 'diffraction_BM-Ceta_20260730T170329623958.h5', 'diffraction_BM-Ceta_20260730T170330306746.h5', 'diffraction_BM-Ceta_20260730T170331053383.h5', 'diffraction_BM-Ceta_20260730T170331789776.h5', 'diffraction_BM-Ceta_20260730T170332540213.h5', 'diffraction_BM-Ceta_20260730T170333362462.h5', 'diffraction_BM-Ceta_20260730T170334309905.h5', 'diffraction_BM-Ceta_20260730T170335061710.h5', 'diffraction_BM-Ceta_20260730T170335850842.h5', 'diffraction_BM-Ceta_20260730T170336591585.h5', 'diffraction_BM-Ceta_20260730T170337576760.h5', 'diffraction_BM-Ceta_20260730T170338597331.h5', 'diffraction_BM-Ceta_20260730T170339654018.h5', 'diffraction_BM-Ceta_20260730T170340402319.h5', 'diffraction_BM-Ceta_20260730T170341948942.h5', 'diffraction_BM-Ceta_20260730T170342700614.h5', 'diffraction_BM-Ceta_20260730T170343427632.h5', 'diffraction_BM-Ceta_20260730T170344149352.h5', 'diffraction_BM-Ceta_20260730T170344873481.h5', 'diffraction_BM-Ceta_20260730T170345594377.h5', 'diffraction_BM-Ceta_20260730T170346314176.h5', 'diffraction_BM-Ceta_20260730T170347026424.h5', 'diffraction_BM-Ceta_20260730T170347750722.h5', 'diffraction_BM-Ceta_20260730T170348511579.h5', 'diffraction_BM-Ceta_20260730T170349227578.h5', 'diffraction_BM-Ceta_20260730T170349982338.h5', 'stem_image_HAADF_20260730T170451858288.h5', 'diffraction_BM-Ceta_20260730T170452987575.h5', 'stem_image_HAADF_20260730T170453290648.h5', 'diffraction_BM-Ceta_20260730T170455413355.h5', 'diffraction_BM-Ceta_20260730T170457066356.h5', 'diffraction_BM-Ceta_20260730T170457814037.h5', 'diffraction_BM-Ceta_20260730T170458586598.h5', 'diffraction_BM-Ceta_20260730T170459269079.h5', 'diffraction_BM-Ceta_20260730T170459954073.h5']\n" + ] + } + ], + "source": [ + "config = json.loads(data.get_config())\n", + "client = from_uri(config.get(\"uri\"))\n", + "print(\"Tiled keys:\", list(client))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "049625e7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tiled keys: ['stem_image_HAADF_20260617T113100890911.h5', 'spectrum_eds_20260617T113333863968.h5', 'spectrum_eds_20260617T113333946998.h5', 'spectrum_eds_20260617T113334018225.h5', 'spectrum_eds_20260617T113334090072.h5', 'spectrum_eds_20260617T113334158870.h5', 'stem_image_HAADF_20260619T193537178014.h5', 'stem_image_HAADF_20260619T193629581856.h5', 'diffraction_BM-Ceta_20260619T193631500749.h5', 'diffraction_BM-Ceta_20260619T193631852562.h5', 'diffraction_BM-Ceta_20260619T193635044869.h5', 'diffraction_BM-Ceta_20260619T193638201360.h5', 'diffraction_BM-Ceta_20260619T193641355383.h5', 'stem_image_HAADF_20260619T193755955267.h5', 'stem_image_HAADF_20260619T194030676929.h5', 'stem_image_HAADF_20260619T194736076730.h5', 'stem_image_HAADF_20260619T195116284309.h5', 'stem_image_HAADF_20260619T195724455994.h5', 'diffraction_BM-Ceta_20260619T195742736439.h5', 'diffraction_BM-Ceta_20260619T195810018189.h5', 'diffraction_BM-Ceta_20260619T195848501752.h5', 'diffraction_BM-Ceta_20260619T195906916586.h5', 'stem_image_HAADF_20260619T195925266177.h5', 'diffraction_BM-Ceta_20260619T200111062387.h5', 'stem_image_HAADF_20260619T200205150689.h5', 'diffraction_BM-Ceta_20260619T200231167630.h5', 'stem_image_HAADF_20260619T200253073453.h5', 'diffraction_BM-Ceta_20260619T200304389953.h5', 'diffraction_BM-Ceta_20260619T200428744800.h5', 'diffraction_BM-Ceta_20260619T200431917457.h5', 'diffraction_BM-Ceta_20260619T200435082392.h5', 'diffraction_BM-Ceta_20260619T200503086421.h5', 'stem_image_HAADF_20260619T200529539581.h5', 'stem_image_HAADF_20260619T201525167231.h5', 'stem_image_HAADF_20260619T210335231479.h5', 'diffraction_BM-Ceta_20260619T210353632067.h5', 'diffraction_BM-Ceta_20260619T210508458590.h5', 'diffraction_BM-Ceta_20260619T210520027567.h5', 'diffraction_BM-Ceta_20260619T210535014203.h5', 'diffraction_BM-Ceta_20260619T210543038281.h5', 'diffraction_BM-Ceta_20260619T211331427033.h5', 'diffraction_BM-Ceta_20260619T211614950693.h5', 'stem_image_HAADF_20260619T212229928911.h5', 'diffraction_BM-Ceta_20260619T212237721557.h5', 'diffraction_BM-Ceta_20260619T212358954468.h5', 'diffraction_BM-Ceta_20260619T212413865190.h5', 'diffraction_BM-Ceta_20260619T212431930931.h5', 'stem_image_HAADF_20260619T212644643961.h5', 'stem_image_HAADF_20260622T163309568221.h5', 'stem_image_HAADF_20260622T163356824110.h5', 'diffraction_BM-Ceta_20260622T163416214512.h5', 'stem_image_HAADF_20260622T163501118676.h5', 'stem_image_HAADF_20260622T185149240918.h5', 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'diffraction_BM-Ceta_20260730T170029084842.h5', 'diffraction_BM-Ceta_20260730T170029849052.h5', 'diffraction_BM-Ceta_20260730T170030615894.h5', 'diffraction_BM-Ceta_20260730T170031382107.h5', 'diffraction_BM-Ceta_20260730T170032142698.h5', 'diffraction_BM-Ceta_20260730T170032913557.h5', 'diffraction_BM-Ceta_20260730T170033693458.h5', 'diffraction_BM-Ceta_20260730T170034508040.h5', 'diffraction_BM-Ceta_20260730T170035279805.h5', 'diffraction_BM-Ceta_20260730T170036045087.h5', 'diffraction_BM-Ceta_20260730T170036815393.h5', 'diffraction_BM-Ceta_20260730T170037583439.h5', 'diffraction_BM-Ceta_20260730T170038351324.h5', 'diffraction_BM-Ceta_20260730T170039129744.h5', 'diffraction_BM-Ceta_20260730T170039897477.h5', 'diffraction_BM-Ceta_20260730T170040671026.h5', 'stem_image_HAADF_20260730T170234490951.h5', 'diffraction_BM-Ceta_20260730T170235655453.h5', 'stem_image_HAADF_20260730T170235961212.h5', 'diffraction_BM-Ceta_20260730T170238074318.h5', 'diffraction_BM-Ceta_20260730T170239700528.h5', 'diffraction_BM-Ceta_20260730T170240421226.h5', 'diffraction_BM-Ceta_20260730T170241185236.h5', 'diffraction_BM-Ceta_20260730T170241897727.h5', 'diffraction_BM-Ceta_20260730T170242569802.h5', 'diffraction_BM-Ceta_20260730T170243329065.h5', 'diffraction_BM-Ceta_20260730T170244045901.h5', 'diffraction_BM-Ceta_20260730T170244728959.h5', 'diffraction_BM-Ceta_20260730T170245448152.h5', 'diffraction_BM-Ceta_20260730T170246161445.h5', 'diffraction_BM-Ceta_20260730T170246904866.h5', 'diffraction_BM-Ceta_20260730T170247761250.h5', 'diffraction_BM-Ceta_20260730T170248691299.h5', 'diffraction_BM-Ceta_20260730T170249420305.h5', 'diffraction_BM-Ceta_20260730T170250281427.h5', 'diffraction_BM-Ceta_20260730T170251146807.h5', 'diffraction_BM-Ceta_20260730T170252080639.h5', 'diffraction_BM-Ceta_20260730T170253098661.h5', 'diffraction_BM-Ceta_20260730T170254133297.h5', 'diffraction_BM-Ceta_20260730T170254884520.h5', 'stem_image_HAADF_20260730T170320033059.h5', 'diffraction_BM-Ceta_20260730T170321198991.h5', 'stem_image_HAADF_20260730T170321499521.h5', 'diffraction_BM-Ceta_20260730T170323628469.h5', 'diffraction_BM-Ceta_20260730T170325273864.h5', 'diffraction_BM-Ceta_20260730T170326004097.h5', 'diffraction_BM-Ceta_20260730T170326784258.h5', 'diffraction_BM-Ceta_20260730T170327475423.h5', 'diffraction_BM-Ceta_20260730T170328158805.h5', 'diffraction_BM-Ceta_20260730T170328917410.h5', 'diffraction_BM-Ceta_20260730T170329623958.h5', 'diffraction_BM-Ceta_20260730T170330306746.h5', 'diffraction_BM-Ceta_20260730T170331053383.h5', 'diffraction_BM-Ceta_20260730T170331789776.h5', 'diffraction_BM-Ceta_20260730T170332540213.h5', 'diffraction_BM-Ceta_20260730T170333362462.h5', 'diffraction_BM-Ceta_20260730T170334309905.h5', 'diffraction_BM-Ceta_20260730T170335061710.h5', 'diffraction_BM-Ceta_20260730T170335850842.h5', 'diffraction_BM-Ceta_20260730T170336591585.h5', 'diffraction_BM-Ceta_20260730T170337576760.h5', 'diffraction_BM-Ceta_20260730T170338597331.h5', 'diffraction_BM-Ceta_20260730T170339654018.h5', 'diffraction_BM-Ceta_20260730T170340402319.h5', 'diffraction_BM-Ceta_20260730T170341948942.h5', 'diffraction_BM-Ceta_20260730T170342700614.h5', 'diffraction_BM-Ceta_20260730T170343427632.h5', 'diffraction_BM-Ceta_20260730T170344149352.h5', 'diffraction_BM-Ceta_20260730T170344873481.h5', 'diffraction_BM-Ceta_20260730T170345594377.h5', 'diffraction_BM-Ceta_20260730T170346314176.h5', 'diffraction_BM-Ceta_20260730T170347026424.h5', 'diffraction_BM-Ceta_20260730T170347750722.h5', 'diffraction_BM-Ceta_20260730T170348511579.h5', 'diffraction_BM-Ceta_20260730T170349227578.h5', 'diffraction_BM-Ceta_20260730T170349982338.h5', 'stem_image_HAADF_20260730T170451858288.h5', 'diffraction_BM-Ceta_20260730T170452987575.h5', 'stem_image_HAADF_20260730T170453290648.h5', 'diffraction_BM-Ceta_20260730T170455413355.h5', 'diffraction_BM-Ceta_20260730T170457066356.h5', 'diffraction_BM-Ceta_20260730T170457814037.h5', 'diffraction_BM-Ceta_20260730T170458586598.h5', 'diffraction_BM-Ceta_20260730T170459269079.h5', 'diffraction_BM-Ceta_20260730T170459954073.h5']\n" + ] + } + ], + "source": [ + "client = from_uri(config.get(\"uri\"))\n", + "print(\"Tiled keys:\", list(client))" + ] + }, + { + "cell_type": "markdown", + "id": "ec79c73e", + "metadata": {}, + "source": [ + "### Configure scan\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "478b95f1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dwell_time : 1e-06\n", + "image size : 512\n", + "scan region: [np.float64(0.0), np.float64(0.0), np.float64(1.0), np.float64(1.0)]\n" + ] + } + ], + "source": [ + "scan.dwell_time = 1e-6\n", + "scan.imsize = 512\n", + "scan.scan_region = [0, 0, 1, 1]\n", + "scan.output_format = \".h5\"\n", + "\n", + "print(\"dwell_time :\", scan.dwell_time)\n", + "print(\"image size :\", scan.imsize)\n", + "print(\"scan region:\", list(scan.scan_region))\n" + ] + }, + { + "cell_type": "markdown", + "id": "ac5997de", + "metadata": {}, + "source": [ + "### Acquire a HAADF image\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "df598f37", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "b5d215ea928245cdb57c73790310f2a5", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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\n", + " Figure\n", + "
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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "microscope.set_fov(10*1e-9)\n", + "microscope.set_image_shift([0e-9, 0])\n", + "data_key = microscope.acquire_scanned_image([\"haadf\"])\n", + "\n", + "image = client[data_key][\"image\"][\"HAADF\"].read()\n", + "metadata = dict(client[data_key][\"image\"][\"HAADF\"].metadata)\n", + "\n", + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "ax.imshow(image, cmap=\"gray\", interpolation=\"none\")\n", + "ax.set_title(f\"HAADF - dwell {scan.dwell_time * 1e6:.1f} us\")\n", + "ax.axis(\"off\")\n", + "plt.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "3e78e3d0", + "metadata": {}, + "source": [ + "### Send to Segmentation device on workstation" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "2cfd0623", + "metadata": {}, + "outputs": [], + "source": [ + "results = seg.segment(data_key)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "d66318c8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'segmentation_c3c190cec2db48d88e259797408b6346'" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "results" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "58c47555", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "acec06193db84643ae64bea470509816", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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", 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+ "text/html": [ + "\n", + "
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\n", + " Figure\n", + "
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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "scan.dwell_time = 1e-6\n", + "scan.imsize = 512\n", + "scan.scan_region = [0, 0, 1, 1]\n", + "detector_list = [\"HAADF\", \"BF-S\", \"DF-S\"]\n", + "key = microscope.acquire_scanned_image([\"HAADF\", \"BF-S\", \"DF-S\"])\n", + "dset = client[key][\"image\"]\n", + "\n", + "images = []\n", + "names = []\n", + "for detector_name in dset:\n", + " image = dset[detector_name].read()\n", + " images.append(image)\n", + " names.append(detector_name)\n", + "\n", + "fig, axes = plt.subplots(1, len(images), figsize=(3 * len(images), 5))\n", + "for ax, im, n in zip(axes, images, names):\n", + " ax.imshow(im, cmap=\"gray\")\n", + " ax.set_title(str(n).upper())\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()\n" + ] + }, + { + "cell_type": "markdown", + "id": "94025a70", + "metadata": {}, + "source": [ + "## if using tiff as output fomrat(AutoScript Native) i.e scan.output_format = \".tiff\"" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "990eeeb6", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "364a951db11d484e9410da5b5c94e58b", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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+ "text/html": [ + "\n", + "
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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "scan.dwell_time = 1e-6\n", + "scan.imsize = 512\n", + "scan.scan_region = [0, 0, 1, 1]\n", + "scan.output_format = \".tiff\"\n", + "\n", + "detector_list = [\"HAADF\", \"BF-S\", \"DF-S\"]\n", + "key = microscope.acquire_scanned_image(detector_list) # returns the shared stem, e.g. \"stem_image_20260604T123909936109\"\n", + "\n", + "images = []\n", + "names = []\n", + "for det in detector_list:\n", + " node = client[f\"{key}_{det.upper()}.tiff\"] # one TIFF per detector\n", + " images.append(node.read()) # read the image array directly\n", + " names.append(det)\n", + "\n", + "fig, axes = plt.subplots(1, len(images), figsize=(3 * len(images), 5))\n", + "for ax, im, n in zip(axes, images, names):\n", + " ax.imshow(im, cmap=\"gray\")\n", + " ax.set_title(str(n).upper())\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "01ce295e", + "metadata": {}, + "source": [ + "### Acquire a cropped rectangle scan\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "e8cc27a3", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "4fca4a945e79432bb7af6d2cd718695b", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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\n", + " Figure\n", + "
\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "scan.dwell_time = 1e-6\n", + "scan.imsize = 512\n", + "scan.output_format = \".tiff\"\n", + "scan.scan_region = [0, 0, .3, 1]\n", + "\n", + "\n", + "detector_list = [\"HAADF\", \"BF-S\", \"DF-S\"]\n", + "key = microscope.acquire_scanned_image(detector_list) # returns the shared stem, e.g. \"stem_image_20260604T123909936109\"\n", + "\n", + "images = []\n", + "names = []\n", + "for det in detector_list:\n", + " node = client[f\"{key}_{det.upper()}.tiff\"] # one TIFF per detector\n", + " images.append(node.read()) # read the image array directly\n", + " names.append(det)\n", + "\n", + "fig, axes = plt.subplots(1, len(images), figsize=(3 * len(images), 5))\n", + "for ax, im, n in zip(axes, images, names):\n", + " ax.imshow(im, cmap=\"gray\")\n", + " ax.set_title(str(n).upper())\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "f6f749f0", + "metadata": {}, + "source": [ + "## Lets do some acquisiton on the Camera now to get some diffraction patterns.\n", + "**Make sure to check the screen current(less than 100 pico Amps should be good)**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "52350cf1", + "metadata": {}, + "outputs": [], + "source": [ + "camera.camera_detector = \"BM-Ceta\" # use \"Flucam\" to acquire from Flucam\n", + "camera.imsize = 1024\n", + "camera.exposure_time = 0.5\n", + "camera.readout_area = \"Half\"\n", + "camera.frame_combining = 1\n", + "camera.output_format = \".h5\"\n", + "\n", + "camera_key = microscope.acquire_camera_image()\n", + "camera_node = client[camera_key][\"image\"]\n", + "camera_image = camera_node.read()\n", + "camera_metadata = dict(camera_node.metadata)\n", + "\n", + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "ax.imshow(camera_image, cmap=\"gray\", interpolation=\"none\")\n", + "ax.set_title(\n", + " f\"{camera.camera_detector} - exposure {camera.exposure_time:.3f} s\"\n", + ")\n", + "ax.axis(\"off\")\n", + "plt.tight_layout()\n", + "\n", + "print(\"Camera key:\", camera_key)\n", + "print(\"Image shape:\", camera_image.shape)\n", + "pprint(camera_metadata)" + ] + }, + { + "cell_type": "markdown", + "id": "aee46a91", + "metadata": {}, + "source": [ + "### Optional: save the camera image as AutoScript-native TIFF\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1a9d4d3e", + "metadata": {}, + "outputs": [], + "source": [ + "camera.output_format = \".tiff\"\n", + "camera_stem = microscope.acquire_camera_image()\n", + "\n", + "camera_tiff_key = f\"{camera_stem}_{camera.camera_detector}.tiff\"\n", + "camera_tiff = client[camera_tiff_key].read()\n", + "\n", + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "ax.imshow(camera_tiff, cmap=\"gray\", interpolation=\"none\")\n", + "ax.set_title(camera_tiff_key)\n", + "ax.axis(\"off\")\n", + "plt.tight_layout()\n", + "\n", + "# Restore the default for subsequent acquisitions.\n", + "camera.output_format = \".h5\"" + ] + } + ], + "metadata": { + "description": "Acquire a full-frame image, a cropped rectangle scan, and images from multiple detectors.", + "kernelspec": { + "display_name": "asyncroscopy (3.12.13.final.0)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.12" + }, + "title": "Image Acquisition" + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/11_MCP_server_usecase_on_twin.ipynb b/notebooks/11_MCP_server_usecase_on_twin.ipynb new file mode 100644 index 00000000..de029d06 --- /dev/null +++ b/notebooks/11_MCP_server_usecase_on_twin.ipynb @@ -0,0 +1,240 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "7d759d97", + "metadata": {}, + "source": [ + "## MCP server usecase on twin\n", + "\n", + "## Prereqs\n", + "\n", + "Start the Tango stack on the microscope computer. Start MCP and the LLM device on the LLM computer. Both MCP and the LLM device use the microscope computer's Tango database:\n", + "\n", + "```bash\n", + "uv run startup_scripts/run_servers.py --yaml configs/DigitalTwin.yaml\n", + "uv run startup_scripts/run_mcp.py --yaml configs/mcp_dt.yaml" + ] + }, + { + "cell_type": "markdown", + "id": "5e367110", + "metadata": {}, + "source": [ + "### Connect to MCP server" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "46e7d005", + "metadata": {}, + "outputs": [], + "source": [ + "from fastmcp import Client\n", + "\n", + "MCP_URL = \"http://localhost:8000/mcp\"\n", + "\n", + "client = Client(MCP_URL)\n", + "\n", + "import os" + ] + }, + { + "cell_type": "markdown", + "id": "a9fc0074", + "metadata": {}, + "source": [ + "### List Tools of MCP server" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "f8eeb829", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "get_data_from_key\n", + "list_devices\n", + "CAMERA_State\n", + "CAMERA_Status\n", + "DigitalTwinCorrector_State\n", + "DigitalTwinCorrector_Status\n", + "DigitalTwinCorrector_acquire_tableau\n", + "DigitalTwinCorrector_correct_aberration\n", + "DigitalTwinCorrector_get_aberrations_coeff_sim\n", + "DigitalTwinCorrector_get_info\n", + "DigitalTwinCorrector_measure_c1a1\n", + "DigitalTwinCorrector_reconnect\n", + "DigitalTwinCorrector_set_aberrations_coeff_sim\n", + "DATA_State\n", + "DATA_Status\n", + "DATA_configure\n", + "DATA_copy_and_register_remote_file\n", + "DATA_get_config\n", + "DATA_register_path\n", + "DATA_register_save_path\n", + "DATA_start_tiled_server\n", + "DATA_stop_tiled_server\n", + "EDS_State\n", + "EDS_Status\n", + "DigitalTwin_Connect\n", + "DigitalTwin_Disconnect\n", + "DigitalTwin_State\n", + "DigitalTwin_Status\n", + "DigitalTwin_acquire_camera_image\n", + "DigitalTwin_acquire_scanned_data_advanced\n", + "DigitalTwin_acquire_scanned_image\n", + "DigitalTwin_acquire_spectrum\n", + "DigitalTwin_auto_focus\n", + "DigitalTwin_blank_beam\n", + "DigitalTwin_calibrate_screen_current\n", + "DigitalTwin_get_beam_tilt\n", + "DigitalTwin_get_defocus\n", + "DigitalTwin_get_diffraction_shift\n", + "DigitalTwin_get_fov\n", + "DigitalTwin_get_image_data_cached\n", + "DigitalTwin_get_image_shift\n", + "DigitalTwin_get_parameters\n", + "DigitalTwin_get_screen_current\n", + "DigitalTwin_get_stage\n", + "DigitalTwin_move_stage\n", + "DigitalTwin_place_beam\n", + "DigitalTwin_place_beam_list\n", + "DigitalTwin_set_beam_tilt\n", + "DigitalTwin_set_column_valves\n", + "DigitalTwin_set_defocus\n", + "DigitalTwin_set_diffraction_shift\n", + "DigitalTwin_set_fov\n", + "DigitalTwin_set_image_shift\n", + "DigitalTwin_set_screen\n", + "DigitalTwin_set_screen_current\n", + "DigitalTwin_unblank_beam\n", + "SCAN_State\n", + "SCAN_Status\n", + "STAGE_State\n", + "STAGE_Status\n" + ] + } + ], + "source": [ + "async with client:\n", + " tools = await client.list_tools()\n", + "\n", + "for tool in tools:\n", + " print(tool.name)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1adc7224", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'stem_image_HAADF_20261002T110826825309.h5'" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Acquire data using MCP\n", + "async with Client(MCP_URL) as client:\n", + " result = await client.call_tool(\n", + " \"DigitalTwin_acquire_camera_image\",\n", + " {}\n", + " )\n", + "\n", + "key = result.structured_content[\"result\"]\n", + "key" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ed1048c4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "dict_keys(['key', 'uri', 'format', 'attrs', 'datasets'])" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Get data from key\n", + "async with Client(MCP_URL) as client:\n", + " image_info = await client.call_tool(\n", + " \"get_data_from_key\",\n", + " {\"key\": key}\n", + " )\n", + "\n", + "image_info.data.keys()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "8f687f59", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "dict_values(['stem_image_HAADF_20261002T110826825309.h5', 'http://localhost:9091', 'hdf5', {}, [{'name': 'image/HAADF', 'shape': [1024, 1024], 'dtype': 'float32', 'attrs': {'acquisition_type': 'stem_image', 'detector': 'HAADF'}, 'preview': [0.0788998156785965, 0.07727812975645065, 0.07159263640642166, 0.06401631981134415, 0.053929366171360016, 0.042460523545742035, 0.034177228808403015, 0.032170619815588, 0.03509654849767685, 0.04002030938863754, 0.045329928398132324, 0.050587233155965805, 0.054936885833740234, 0.056195154786109924, 0.052154600620269775, 0.04349825531244278, 0.03494849428534508, 0.03194466978311539, 0.03567807003855705, 0.04212946444749832, 0.04602843150496483, 0.0458429716527462, 0.04469417780637741, 0.04570876806974411, 0.04795742779970169, 0.047905635088682175, 0.04365762695670128, 0.03781277686357498, 0.03544015809893608, 0.038161732256412506, 0.04223959520459175, 0.044170670211315155, 0.04569389671087265, 0.05106014385819435, 0.06051463261246681, 0.06833998113870621, 0.06876523792743683, 0.06290244311094284, 0.05756128206849098, 0.05754970386624336, 0.06162731349468231, 0.06509850174188614, 0.06387101858854294, 0.057449132204055786, 0.04938310384750366, 0.04404136538505554, 0.04234306141734123, 0.04117544740438461, 0.037948235869407654, 0.03536535054445267, 0.03854302316904068, 0.047046951949596405, 0.05529024824500084, 0.0597122497856617, 0.06041925400495529, 0.05884360149502754, 0.05554615333676338, 0.04857952147722244, 0.03673180192708969, 0.024592097848653793, 0.0198510829359293, 0.02470967546105385, 0.034013230353593826, 0.04247484356164932]}]])" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "image_info.data.values()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "019672f8", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "asyncroscopy (3.12.9)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/12_Digital_twin_Aberration_Hill_Climbing.ipynb b/notebooks/12_Digital_twin_Aberration_Hill_Climbing.ipynb new file mode 100644 index 00000000..b33d5768 --- /dev/null +++ b/notebooks/12_Digital_twin_Aberration_Hill_Climbing.ipynb @@ -0,0 +1,498 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "title", + "metadata": {}, + "source": [ + "# One-at-a-time aberration hill climbing\n", + "\n", + "This notebook optimizes a selected HAADF image metric by changing exactly one aberration at a time. All candidate metrics are displayed throughout the run. Run the setup cells once, then run only the aberration cell you want.\n", + "\n", + "The correction calls are incremental: every unsuccessful trial is reversed before continuing. Start with conservative step sizes and keep the beam on a stable, feature-rich region." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "imports-connections", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "asyncroscopy/scan/default ON\n", + "asyncroscopy/instrument/default ON\n", + "asyncroscopy/data/default ON\n", + "asyncroscopy/corrector/default ON\n", + "Tiled: http://localhost:9091\n" + ] + } + ], + "source": [ + "%matplotlib widget\n", + "\n", + "import json\n", + "import os\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import tango\n", + "from IPython.display import clear_output, display\n", + "from tiled.client import from_uri\n", + "\n", + "# The shared Tango database, microscope devices, and Tiled run here.\n", + "# TANGO_DATABASE_HOST = \"10.46.217.241\"\n", + "TANGO_DATABASE_HOST = \"localhost\"\n", + "TANGO_DATABASE_PORT = 9094\n", + "os.environ[\"TANGO_HOST\"] = f\"{TANGO_DATABASE_HOST}:{TANGO_DATABASE_PORT}\"\n", + "\n", + "scan = tango.DeviceProxy(\"asyncroscopy/scan/default\")\n", + "microscope = tango.DeviceProxy(\"asyncroscopy/instrument/default\")\n", + "data = tango.DeviceProxy(\"asyncroscopy/data/default\")\n", + "corrector = tango.DeviceProxy(\"asyncroscopy/corrector/default\")\n", + "\n", + "for proxy in (scan, microscope, data, corrector):\n", + " proxy.set_timeout_millis(120_000)\n", + " proxy.ping()\n", + " print(proxy.name(), proxy.state())\n", + "\n", + "tiled_config = json.loads(data.get_config())\n", + "client = from_uri(tiled_config[\"uri\"])\n", + "print(\"Tiled:\", tiled_config[\"uri\"])" + ] + }, + { + "cell_type": "markdown", + "id": "acquisition-settings-title", + "metadata": {}, + "source": [ + "## Acquisition and optimizer helpers\n", + "\n", + "Adjust the scan settings and select the optimization metric before optimizing. Contrast, entropy, and high-frequency power are tracked for every acquisition. Larger values are better." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "helpers", + "metadata": {}, + "outputs": [], + "source": [ + "# Select which metric drives the hill climb.\n", + "# Options: \"contrast\", \"entropy\", \"high_frequency_power\"\n", + "OPTIMIZATION_METRIC = \"contrast\"\n", + "\n", + "# Shared acquisition settings\n", + "scan.imsize = 512\n", + "scan.dwell_time = 2e-6\n", + "scan.scan_region = [0, 0, 1, 1]\n", + "\n", + "def read_haadf(key):\n", + " node = client[key]\n", + " if \"image\" in node:\n", + " node = node[\"image\"]\n", + " if \"HAADF\" in node:\n", + " node = node[\"HAADF\"]\n", + " return np.asarray(node.read(), dtype=np.float64)\n", + "\n", + "def contrast(image):\n", + " image = np.asarray(image, dtype=np.float64)\n", + " low, high = np.percentile(image, [1, 99])\n", + " clipped = np.clip(image, low, high)\n", + " return float(np.std(clipped) / (abs(np.mean(clipped)) + 1e-12))\n", + "\n", + "def entropy(image, bins=256):\n", + " low, high = np.percentile(image, [1, 99])\n", + " if high <= low:\n", + " return 0.0\n", + " histogram, _ = np.histogram(np.clip(image, low, high), bins=bins, range=(low, high))\n", + " probabilities = histogram[histogram > 0] / histogram.sum()\n", + " return float(-np.sum(probabilities * np.log2(probabilities)) / np.log2(bins))\n", + "\n", + "def high_frequency_power(image, cutoff=0.20):\n", + " centered = np.asarray(image, dtype=np.float64) - np.mean(image)\n", + " power = np.abs(np.fft.rfft2(centered)) ** 2\n", + " fy = np.fft.fftfreq(centered.shape[0])[:, None]\n", + " fx = np.fft.rfftfreq(centered.shape[1])[None, :]\n", + " high_frequency = np.hypot(fx, fy) >= cutoff\n", + " return float(power[high_frequency].sum() / (power.sum() + 1e-12))\n", + "\n", + "def acquire_and_measure():\n", + " key = microscope.acquire_scanned_image([\"HAADF\"])\n", + " image = read_haadf(key)\n", + " metrics = {\n", + " \"contrast\": contrast(image),\n", + " \"entropy\": entropy(image),\n", + " \"high_frequency_power\": high_frequency_power(image),\n", + " }\n", + " return metrics, key, image\n", + "\n", + "def optimization_score(metrics):\n", + " if OPTIMIZATION_METRIC not in {\"contrast\", \"entropy\", \"high_frequency_power\"}:\n", + " raise ValueError(\"Unknown OPTIMIZATION_METRIC\")\n", + " return metrics[OPTIMIZATION_METRIC]\n", + "\n", + "def apply_increment(name, values):\n", + " values = np.atleast_1d(values).astype(float)\n", + " payload = \" \".join([name, *[f\"{value:.12g}\" for value in values]])\n", + " corrector.correct_aberration(payload)\n", + "\n", + "def fit_response_surface(history):\n", + " points = np.asarray([item[\"offsets_m\"] for item in history]) * 1e9\n", + " scores = np.asarray([item[OPTIMIZATION_METRIC] for item in history])\n", + " center = points.mean(axis=0)\n", + " scale = np.maximum(points.std(axis=0), 1e-6)\n", + " normalized = (points - center) / scale\n", + " if points.shape[1] == 2:\n", + " x, y = normalized.T\n", + " design = np.column_stack([np.ones(len(points)), x, y, x*x, x*y, y*y])\n", + " else:\n", + " x = normalized[:, 0]\n", + " design = np.column_stack([np.ones(len(points)), x, x*x])\n", + " ridge = 1e-6 * np.eye(design.shape[1])\n", + " coefficients = np.linalg.solve(design.T @ design + ridge, design.T @ scores)\n", + "\n", + " def predict(candidate_points_nm):\n", + " candidate = np.atleast_2d(candidate_points_nm)\n", + " z = (candidate - center) / scale\n", + " if points.shape[1] == 2:\n", + " x, y = z.T\n", + " matrix = np.column_stack([np.ones(len(z)), x, y, x*x, x*y, y*y])\n", + " else:\n", + " x = z[:, 0]\n", + " matrix = np.column_stack([np.ones(len(z)), x, x*x])\n", + " return matrix @ coefficients\n", + "\n", + " return predict\n", + "\n", + "def propose_next_point(history, trust_radius_m):\n", + " points_nm = np.asarray([item[\"offsets_m\"] for item in history]) * 1e9\n", + " scores = np.asarray([item[OPTIMIZATION_METRIC] for item in history])\n", + " best = points_nm[int(np.argmax(scores))]\n", + " radius_nm = trust_radius_m * 1e9\n", + " predict = fit_response_surface(history)\n", + " if points_nm.shape[1] == 2:\n", + " axis = np.linspace(-radius_nm, radius_nm, 81)\n", + " dx, dy = np.meshgrid(axis, axis)\n", + " inside = dx*dx + dy*dy <= radius_nm*radius_nm\n", + " candidates = np.column_stack([best[0] + dx[inside], best[1] + dy[inside]])\n", + " else:\n", + " candidates = np.linspace(best[0] - radius_nm, best[0] + radius_nm, 401)[:, None]\n", + " separation = np.linalg.norm(candidates[:, None, :] - points_nm[None, :, :], axis=2).min(axis=1)\n", + " unmeasured = separation > max(radius_nm / 40, 1e-6)\n", + " candidates = candidates[unmeasured]\n", + " if not len(candidates):\n", + " return None\n", + " return candidates[int(np.argmax(predict(candidates)))] * 1e-9\n", + "\n", + "def show_progress(name, history, image, key, trust_radius=None):\n", + " clear_output(wait=True)\n", + " fig, axes = plt.subplots(1, 3, figsize=(14, 4), constrained_layout=True)\n", + " axes[0].imshow(image, cmap=\"gray\")\n", + " axes[0].set_title(f\"{name}: {key}\\noptimizing {OPTIMIZATION_METRIC.upper()}\")\n", + " axes[0].axis(\"off\")\n", + " metric_names = (\"contrast\", \"entropy\", \"high_frequency_power\")\n", + " colors = (\"tab:orange\", \"tab:purple\", \"tab:blue\")\n", + " for metric, color in zip(metric_names, colors):\n", + " values = np.asarray([item[metric] for item in history])\n", + " normalized = values / (values[0] + 1e-12)\n", + " active = metric == OPTIMIZATION_METRIC\n", + " axes[1].plot(normalized, marker=\"o\", color=color, linewidth=2.8 if active else 1.2, label=f\"{metric}{' ← optimizing' if active else ''}\")\n", + " axes[1].axhline(1, color=\"0.7\", linewidth=0.8)\n", + " axes[1].set(xlabel=\"acquisition\", ylabel=\"relative to baseline\", title=\"metric history\")\n", + " axes[1].legend(frameon=False, fontsize=8)\n", + " axes[1].grid(alpha=0.2)\n", + "\n", + " trial_offsets = np.asarray([item[\"offsets_m\"] for item in history]) * 1e9\n", + " trial_scores = np.asarray([item[OPTIMIZATION_METRIC] for item in history])\n", + " best_offsets = trial_offsets[int(np.argmax(trial_scores))]\n", + " predict = fit_response_surface(history) if len(history) >= (6 if trial_offsets.shape[1] == 2 else 3) else None\n", + " if trial_offsets.shape[1] == 2:\n", + " margin = max(np.ptp(trial_offsets[:, 0]), np.ptp(trial_offsets[:, 1]), 1.0) * 0.25\n", + " if trust_radius is not None:\n", + " margin = max(margin, trust_radius * 1e9)\n", + " gx = np.linspace(trial_offsets[:, 0].min() - margin, trial_offsets[:, 0].max() + margin, 120)\n", + " gy = np.linspace(trial_offsets[:, 1].min() - margin, trial_offsets[:, 1].max() + margin, 120)\n", + " xx, yy = np.meshgrid(gx, gy)\n", + " if predict is not None:\n", + " surface = predict(np.column_stack([xx.ravel(), yy.ravel()])).reshape(xx.shape)\n", + " contour = axes[2].contourf(xx, yy, surface, levels=28, cmap=\"viridis\", alpha=0.82)\n", + " axes[2].contour(xx, yy, surface, levels=10, colors=\"white\", linewidths=0.35, alpha=0.45)\n", + " fig.colorbar(contour, ax=axes[2], label=f\"fitted {OPTIMIZATION_METRIC}\")\n", + " axes[2].plot(trial_offsets[:, 0], trial_offsets[:, 1], color=\"0.65\", linewidth=0.8, zorder=0)\n", + " axes[2].scatter(trial_offsets[:, 0], trial_offsets[:, 1], c=trial_scores, cmap=\"viridis\", edgecolor=\"white\", linewidth=0.7, s=48)\n", + " axes[2].scatter(best_offsets[0], best_offsets[1], marker=\"*\", s=180, color=\"tab:red\", label=\"best\")\n", + " if trust_radius is not None:\n", + " axes[2].add_patch(plt.Circle(best_offsets, trust_radius * 1e9, fill=False, color=\"white\", linestyle=\"--\", linewidth=1))\n", + " axes[2].set(xlabel=f\"{name} component 1 (nm)\", ylabel=f\"{name} component 2 (nm)\", title=f\"quadratic {OPTIMIZATION_METRIC} surface\")\n", + " axes[2].legend(frameon=False)\n", + " else:\n", + " gx = np.linspace(trial_offsets[:, 0].min() - 0.25, trial_offsets[:, 0].max() + 0.25, 400)[:, None]\n", + " if predict is not None:\n", + " axes[2].plot(gx[:, 0], predict(gx), color=\"tab:blue\", linewidth=2, label=\"quadratic fit\")\n", + " axes[2].scatter(trial_offsets[:, 0], trial_scores, c=trial_scores, cmap=\"viridis\", edgecolor=\"white\", s=55, zorder=3)\n", + " axes[2].scatter(best_offsets[0], trial_scores.max(), marker=\"*\", s=180, color=\"tab:red\", label=\"best\")\n", + " axes[2].set(xlabel=f\"{name} offset (nm)\", ylabel=OPTIMIZATION_METRIC, title=f\"quadratic {OPTIMIZATION_METRIC} response\")\n", + " axes[2].legend(frameon=False)\n", + " axes[2].grid(alpha=0.2)\n", + " fig.suptitle(f\"best offsets: {best_offsets} nm\")\n", + " display(fig)\n", + " plt.close(fig)\n", + "\n", + "def hill_climb_aberration(name, step_size, components, max_iterations=8, min_step_size=None):\n", + " \"\"\"Quadratic response-surface search using every measured point.\"\"\"\n", + " step = float(step_size)\n", + " min_step = float(min_step_size if min_step_size is not None else step / 16)\n", + " trust_radius = step\n", + " current = np.zeros(components, dtype=float)\n", + " history = []\n", + "\n", + " def measure_at(target, trial):\n", + " nonlocal current\n", + " if np.any(target != current):\n", + " apply_increment(name, target - current)\n", + " current = np.asarray(target, dtype=float).copy()\n", + " metrics, key, image = acquire_and_measure()\n", + " history.append({**metrics, \"key\": key, \"trial\": trial, \"offsets_m\": current.copy()})\n", + " show_progress(name, history, image, key, trust_radius)\n", + " return metrics, key, image\n", + "\n", + " measure_at(current, \"baseline\")\n", + " if components == 2:\n", + " initial_points = [step * np.array([np.cos(angle), np.sin(angle)]) for angle in np.linspace(0, 2*np.pi, 8, endpoint=False)]\n", + " else:\n", + " initial_points = [np.array([-step]), np.array([step])]\n", + " for index, point in enumerate(initial_points):\n", + " measure_at(point, f\"initial {index}\")\n", + "\n", + " for iteration in range(max_iterations):\n", + " previous_best = max(item[OPTIMIZATION_METRIC] for item in history)\n", + " proposal = propose_next_point(history, trust_radius)\n", + " if proposal is None:\n", + " break\n", + " metrics, key, image = measure_at(proposal, f\"model {iteration}\")\n", + " if optimization_score(metrics) > previous_best * 1.001:\n", + " trust_radius = min(trust_radius * 1.20, step * 2)\n", + " else:\n", + " trust_radius *= 0.65\n", + " if trust_radius < min_step:\n", + " break\n", + "\n", + " best_index = int(np.argmax([item[OPTIMIZATION_METRIC] for item in history]))\n", + " best = history[best_index]\n", + " best_offsets = np.asarray(best[\"offsets_m\"])\n", + " apply_increment(name, best_offsets - current)\n", + " best_metrics = {metric: best[metric] for metric in (\"contrast\", \"entropy\", \"high_frequency_power\")}\n", + " best_score, best_key = best[OPTIMIZATION_METRIC], best[\"key\"]\n", + " show_progress(name, history, read_haadf(best_key), best_key, trust_radius)\n", + " print(f\"{name} complete; optimized {OPTIMIZATION_METRIC}: {best_score:.6g}\")\n", + " print(\", \".join(f\"{metric}={value:.6g}\" for metric, value in best_metrics.items()))\n", + " print(f\"offsets={best_offsets * 1e9} nm, final trust radius={trust_radius * 1e9:.4g} nm\")\n", + " return {\"name\": name, \"optimized_metric\": OPTIMIZATION_METRIC, \"metrics\": best_metrics, \"key\": best_key, \"offsets_m\": best_offsets, \"history\": history}" + ] + }, + { + "cell_type": "markdown", + "id": "1d097af5", + "metadata": {}, + "source": [ + "## C1 hill climb" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "85040573", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "C1 complete; optimized contrast: 0.454453\n", + "contrast=0.454453, entropy=0.739208, high_frequency_power=0.104695\n", + "offsets=[0.] nm, final trust radius=0.4902 nm\n" + ] + } + ], + "source": [ + "C1_STEP_SIZE = 10e-9 # meters; adjust this first\n", + "C1_MAX_ITERATIONS = 8\n", + "\n", + "c1_result = hill_climb_aberration(\n", + " \"C1\", C1_STEP_SIZE, components=1, max_iterations=C1_MAX_ITERATIONS\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "a1-title", + "metadata": {}, + "source": [ + "## A1 hill climb" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "A1 complete; optimized contrast: 0.454453\n", + "contrast=0.454453, entropy=0.739208, high_frequency_power=0.104695\n", + "offsets=[0. 0.] nm, final trust radius=0.09804 nm\n" + ] + } + ], + "source": [ + "A1_STEP_SIZE = 2e-9 # meters; adjust this first\n", + "A1_MAX_ITERATIONS = 8\n", + "\n", + "a1_result = hill_climb_aberration(\n", + " \"A1\", A1_STEP_SIZE, components=2, max_iterations=A1_MAX_ITERATIONS\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "b2-title", + "metadata": {}, + "source": [ + "## B2 hill climb" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "b2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "B2 complete; optimized contrast: 0.454453\n", + "contrast=0.454453, entropy=0.739208, high_frequency_power=0.104695\n", + "offsets=[0. 0.] nm, final trust radius=1.226 nm\n" + ] + } + ], + "source": [ + "B2_STEP_SIZE = 25e-9 # meters; adjust this first\n", + "B2_MAX_ITERATIONS = 8\n", + "\n", + "b2_result = hill_climb_aberration(\n", + " \"B2\", B2_STEP_SIZE, components=2, max_iterations=B2_MAX_ITERATIONS\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "a2-title", + "metadata": {}, + "source": [ + "## A2 hill climb" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "A2 complete; optimized contrast: 0.454453\n", + "contrast=0.454453, entropy=0.739208, high_frequency_power=0.104695\n", + "offsets=[0. 0.] nm, final trust radius=1.226 nm\n" + ] + } + ], + "source": [ + "A2_STEP_SIZE = 25e-9 # meters; adjust this first\n", + "A2_MAX_ITERATIONS = 8\n", + "\n", + "a2_result = hill_climb_aberration(\n", + " \"A2\", A2_STEP_SIZE, components=2, max_iterations=A2_MAX_ITERATIONS\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eeb0d94e", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "asyncroscopy (3.12.9)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/15_MAPED.ipynb b/notebooks/15_MAPED.ipynb index b694e454..8bbfd4f3 100644 --- a/notebooks/15_MAPED.ipynb +++ b/notebooks/15_MAPED.ipynb @@ -80,8 +80,8 @@ } ], "source": [ - "DB_HOST = \"127.0.0.1\" # digital twin\n", - "# DB_HOST = \"10.46.217.241\" # microscope\n", + "# DB_HOST = \"127.0.0.1\" # digital twin\n", + "DB_HOST = \"10.46.217.241\" # microscope\n", "DB_PORT = 9094\n", "\n", "os.environ[\"TANGO_HOST\"] = f\"{DB_HOST}:{DB_PORT}\"\n", @@ -114,7 +114,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Tiled keys: ['stem_image_HAADF_20260617T113100890911.h5', 'spectrum_eds_20260617T113333863968.h5', 'spectrum_eds_20260617T113333946998.h5', 'spectrum_eds_20260617T113334018225.h5', 'spectrum_eds_20260617T113334090072.h5', 'spectrum_eds_20260617T113334158870.h5', 'stem_image_HAADF_20260619T193537178014.h5', 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'stem_image_HAADF_20260731T161105093707.h5', 'stem_image_HAADF_20260731T161107376702.h5', 'stem_image_HAADF_20260731T161109774249.h5', 'stem_image_HAADF_20260731T161112133569.h5', 'stem_image_HAADF_20260731T161114468766.h5', 'stem_image_HAADF_20260731T161116876825.h5', 'stem_image_HAADF_20260731T161119136010.h5', 'stem_image_HAADF_20260731T161121443373.h5', 'stem_image_HAADF_20260731T161123819505.h5', 'stem_image_HAADF_20260731T161126192584.h5', 'stem_image_HAADF_20260731T161128705692.h5', 'stem_image_HAADF_20260731T161131221249.h5', 'stem_image_HAADF_20260731T161133727065.h5', 'stem_image_HAADF_20260731T161136276953.h5', 'stem_image_HAADF_20260731T161138721487.h5', 'stem_image_HAADF_20260731T161141349612.h5', 'stem_image_HAADF_20260731T161143950638.h5', 'stem_image_HAADF_20260731T161146478073.h5', 'spectrum_eels_20260807T154117082494.h5', 'spectrum_eels_20260807T154258935231.h5', 'spectrum_eels_20260807T154417907614.h5', 'spectrum_eels_20260807T154516845255.h5', 'spectrum_eels_20260807T154541494569.h5', 'spectrum_eels_20260807T154723992924.h5', 'spectrum_eels_20260807T155112798109.h5', 'spectrum_eels_20260807T155548438328.h5', 'spectrum_eels_20260807T155742802281.h5', 'spectrum_eels_20260807T155908935556.h5']\n" ] } ], @@ -124,6 +124,28 @@ "print(\"Tiled keys:\", list(client))" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "054bf35a", + "metadata": {}, + "outputs": [], + "source": [ + "# check on the set probe function\n", + "\n", + "\n", + "\n", + "microscope.place_beam([0,1])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "129062bc", + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "markdown", "id": "31f693d4", @@ -136,7 +158,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 26, "id": "4f2a7c11", "metadata": {}, "outputs": [ @@ -144,15 +166,14 @@ "name": "stdout", "output_type": "stream", "text": [ - "Screen current (pA): 50.0\n", + "Screen current (pA): 0.0\n", "Beam tilts (mrad):\n", - "[[ 0. 0.]\n", - " [ 40. 0.]\n", - " [ 0. 40.]\n", - " [-40. 0.]\n", - " [ 0. -40.]]\n", - "Scan size: 12\n", - "Multislice supercell: [4, 4, 8]\n" + "[[ 0. 0.]\n", + " [ 1. 0.]\n", + " [ 0. 1.]\n", + " [-1. 0.]\n", + " [ 0. -1.]]\n", + "Scan size: 4\n" ] } ], @@ -160,11 +181,11 @@ "instrument_parameters = json.loads(microscope.get_parameters())\n", "is_multislice_twin = instrument_parameters.get(\"sample\") == \"bulk silicon FIB lamella\"\n", "\n", - "scan.dwell_time = 500e-6\n", - "scan.imsize = 12 if is_multislice_twin else 128\n", + "scan.dwell_time = 50e-3\n", + "scan.imsize = 4\n", "scan.scan_region = [0, 0, 1, 1]\n", "\n", - "beam_tilt_radius = 40e-3\n", + "beam_tilt_radius = 30e-3\n", "beam_tilts = np.array([\n", " [0, 0],\n", " [beam_tilt_radius, 0],\n", @@ -191,7 +212,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 27, "id": "4fe4e7ba", "metadata": {}, "outputs": [ @@ -199,11 +220,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "[0. 0.] mrad -> stem_data_BM-Ceta_20260808T063127936585.h5\n", - "[40. 0.] mrad -> stem_data_BM-Ceta_20260808T063144531371.h5\n", - "[ 0. 40.] mrad -> stem_data_BM-Ceta_20260808T063156990537.h5\n", - "[-40. 0.] mrad -> stem_data_BM-Ceta_20260808T063211244410.h5\n", - "[ 0. -40.] mrad -> stem_data_BM-Ceta_20260808T063224521992.h5\n" + "[0. 0.] mrad -> stem_data_BM-Ceta_20260810T115253929283.h5\n", + "[1. 0.] mrad -> stem_data_BM-Ceta_20260810T115258021721.h5\n", + "[0. 1.] mrad -> stem_data_BM-Ceta_20260810T115302105511.h5\n", + "[-1. 0.] mrad -> stem_data_BM-Ceta_20260810T115306213563.h5\n", + "[ 0. -1.] mrad -> stem_data_BM-Ceta_20260810T115310337998.h5\n" ] } ], @@ -231,7 +252,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 28, "id": "76ac9f7b", "metadata": {}, "outputs": [ @@ -239,8 +260,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Dataset shape: (12, 12, 32, 32)\n", - "Simulation truth available: True\n" + "Dataset shape: (4, 4, 256, 256)\n" ] } ], @@ -251,21 +271,90 @@ " for index, cube in enumerate(datacubes)\n", "]\n", "\n", - "truth_names = [\n", - " \"lattice_parameter_angstrom\",\n", - " \"bond_distance_angstrom\",\n", - " \"crystal_rotation_deg\",\n", - " \"crystal_tilt_x_mrad\",\n", - " \"crystal_tilt_y_mrad\",\n", - "]\n", - "has_simulation_truth = \"simulation\" in list(client[maped_keys[0]])\n", - "truth_maps = [\n", - " {name: np.asarray(client[key][\"simulation\"][name].read()) for name in truth_names}\n", - " for key in maped_keys\n", - "] if has_simulation_truth else []\n", + "truth_maps = []\n", "\n", - "print(\"Dataset shape:\", datasets[0].shape)\n", - "print(\"Simulation truth available:\", has_simulation_truth)" + "print(\"Dataset shape:\", datasets[0].shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "6e90ad2a", + "metadata": {}, + "outputs": [], + "source": [ + "dset = datasets[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "ac8285dd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dataset(shape=(256, 256), dtype=int16, name='MAPED tilt 0(0, 0, slice(None, None, None), slice(None, None, None))')\n", + " sampling: [1. 1.]\n", + " units: ['pixels', 'pixels']\n", + " signal units: 'arb. units'" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dset[0,0]" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "58a2d9d8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(
,\n", + " )" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "a877c6492a754293882e1ae13e3b8383", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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", 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shifts (row, column):\n", "[[ 0. 0. ]\n", - " [ 0.0728884 -0.66269416]\n", - " [ 0.07813274 0.04263465]\n", - " [ 1.21831461 0.93312364]\n", - " [ 0.2233073 0.11041007]]\n", - "MAPED shape: (8, 10, 32, 32)\n" + " [-2.08662842 -0.64601121]\n", + " [-2.23326168 1.02518309]\n", + " [ 0.18423802 0.69495946]\n", + " [-1.90430729 0.14668763]]\n", + "MAPED shape: (0, 0, 256, 256)\n" ] } ], @@ -409,25 +498,43 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 34, "id": "ab6133f0", "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Supervisor\\AppData\\Local\\Temp\\ipykernel_23972\\1983112822.py:8: RuntimeWarning: divide by zero encountered in log1p\n", + " axes[0].imshow(np.log1p(reference_dp), cmap=\"magma\")\n", + "C:\\Users\\Supervisor\\AppData\\Local\\Temp\\ipykernel_23972\\1983112822.py:8: RuntimeWarning: invalid value encountered in log1p\n", + " axes[0].imshow(np.log1p(reference_dp), cmap=\"magma\")\n", + "c:\\Users\\Supervisor\\Documents\\GitHub\\asyncroscopy\\.venv\\Lib\\site-packages\\quantem\\core\\datastructures\\dataset.py:385: RuntimeWarning: Mean of empty slice\n", + " return self.array.mean(axis=axes)\n", + "c:\\Users\\Supervisor\\Documents\\GitHub\\asyncroscopy\\.venv\\Lib\\site-packages\\numpy\\_core\\_methods.py:134: RuntimeWarning: invalid value encountered in divide\n", + " ret = um.true_divide(\n", + "C:\\Users\\Supervisor\\AppData\\Local\\Temp\\ipykernel_23972\\1983112822.py:12: UserWarning: Attempting to set identical low and high xlims makes transformation singular; automatically expanding.\n", + " axes[2].imshow(maped_df, cmap=\"gray\")\n", + "C:\\Users\\Supervisor\\AppData\\Local\\Temp\\ipykernel_23972\\1983112822.py:12: UserWarning: Attempting to set identical low and high ylims makes transformation singular; automatically expanding.\n", + " axes[2].imshow(maped_df, cmap=\"gray\")\n" + ] + }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "326972b3ef984414a6d355d96e23194d", + "model_id": "d7487eb9079d4b5cabec958978766a36", "version_major": 2, "version_minor": 0 }, - "image/png": 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+ "image/png": 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\n", " " ], diff --git a/notebooks/16_Alpha_Tilt_Diffraction_Map.ipynb b/notebooks/16_Alpha_Tilt_Diffraction_Map.ipynb index 31c7b3ce..3bca899f 100644 --- a/notebooks/16_Alpha_Tilt_Diffraction_Map.ipynb +++ b/notebooks/16_Alpha_Tilt_Diffraction_Map.ipynb @@ -151,7 +151,6 @@ "camera.exposure_time = 0.5\n", "camera.readout_area = \"Half\"\n", "camera.frame_combining = 1\n", - "camera.electron_counting = True\n", "camera.output_format = \".h5\"\n", "\n", "field_of_view = 700e-9 # overview of the digital lamella\n", diff --git a/notebooks/17_AutoScript_MRC_to_HDF5_Debug.ipynb b/notebooks/17_AutoScript_MRC_to_HDF5_Debug.ipynb new file mode 100644 index 00000000..51faf942 --- /dev/null +++ b/notebooks/17_AutoScript_MRC_to_HDF5_Debug.ipynb @@ -0,0 +1,653 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "6d510f5a", + "metadata": {}, + "source": [ + "# AutoScript MRC to HDF5 Debugging\n", + "\n", + "Inspect every representation of one AutoScript 4D-STEM acquisition: raw MRC, SciFiReaders, manually written HDF5, reopened HDF5, and the DATA/Tiled result. Run the cells in order and stop where the data first looks wrong." + ] + }, + { + "cell_type": "markdown", + "id": "d35140e7", + "metadata": {}, + "source": [ + "### Imports" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9ea59d39", + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "import os\n", + "from pathlib import Path\n", + "\n", + "import h5py\n", + "import matplotlib.pyplot as plt\n", + "import mrcfile\n", + "import numpy as np\n", + "import tango\n", + "from SciFiReaders import MRCReader\n", + "from tiled.client import from_uri\n", + "\n", + "%matplotlib ipympl" + ] + }, + { + "cell_type": "markdown", + "id": "a1038aaf", + "metadata": {}, + "source": [ + "### Select one AutoScript MRC\n", + "\n", + "Set `MRC_PATH` to a specific file or leave it as `None` to select the newest MRC. For the production DATA step, this path must also be readable by the DATA host." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ce70530e", + "metadata": {}, + "outputs": [], + "source": [ + "MRC_DIRECTORY = Path(r\"Y:\\AutoScript TEM\")\n", + "MRC_PATH = None\n", + "MRC_INDEX = -1 # Use -5 for the first file in a five-angle MAPED series\n", + "EXPECTED_SCAN_SHAPE = None # Example: (128, 128)\n", + "\n", + "mrc_files = sorted(MRC_DIRECTORY.glob(\"*.mrc\"), key=lambda path: path.stat().st_mtime_ns)\n", + "print(\"Recent MRC files:\")\n", + "for index, path in enumerate(mrc_files[-10:], start=max(0, len(mrc_files) - 10)):\n", + " print(index, path.name, path.stat().st_size, \"bytes\")\n", + "mrc_path = Path(MRC_PATH) if MRC_PATH else mrc_files[MRC_INDEX]\n", + "debug_directory = Path(\"outputs/mrc_debug\")\n", + "debug_directory.mkdir(parents=True, exist_ok=True)\n", + "debug_h5_path = debug_directory / f\"{mrc_path.stem}_manual.h5\"\n", + "\n", + "print(\"MRC: \", mrc_path)\n", + "print(\"Size: \", mrc_path.stat().st_size, \"bytes\")\n", + "print(\"Debug H5:\", debug_h5_path)" + ] + }, + { + "cell_type": "markdown", + "id": "ab7e98cf", + "metadata": {}, + "source": [ + "## 1. Read the raw MRC\n", + "\n", + "This is the file before SciFiReaders reshapes the flat diffraction-frame sequence into scan coordinates." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c02f1cf0", + "metadata": {}, + "outputs": [], + "source": [ + "raw_mrc = mrcfile.mmap(str(mrc_path), mode=\"r\", permissive=True)\n", + "raw_data = raw_mrc.data\n", + "extended_header = raw_mrc.indexed_extended_header\n", + "\n", + "print(\"Raw shape: \", raw_data.shape)\n", + "print(\"Raw dtype: \", raw_data.dtype)\n", + "print(\"MRC nx, ny, nz:\", int(raw_mrc.header.nx), int(raw_mrc.header.ny), int(raw_mrc.header.nz))\n", + "print(\"MRC mode: \", int(raw_mrc.header.mode))\n", + "print(\"MRC mapc, mapr, maps:\", int(raw_mrc.header.mapc), int(raw_mrc.header.mapr), int(raw_mrc.header.maps))\n", + "print(\"Value range:\", float(np.min(raw_data)), float(np.max(raw_data)))" + ] + }, + { + "cell_type": "markdown", + "id": "ef6d2a90", + "metadata": {}, + "source": [ + "### Display raw diffraction frames\n", + "\n", + "These frames are displayed before any scan reshaping. Log intensity makes weak diffraction features visible." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2942dcd8", + "metadata": {}, + "outputs": [], + "source": [ + "raw_indices = [0, raw_data.shape[0] // 2, raw_data.shape[0] - 1]\n", + "fig, axes = plt.subplots(1, 3, figsize=(11, 4))\n", + "for ax, index in zip(axes, raw_indices):\n", + " frame = np.asarray(raw_data[index])\n", + " ax.imshow(np.log1p(np.clip(frame, 0, None)), cmap=\"magma\")\n", + " ax.set_title(f\"raw frame {index}\")\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "2fad9b26", + "metadata": {}, + "source": [ + "### Average all raw diffraction frames\n", + "\n", + "If individual frames are noise but the average contains diffraction features, the acquisition has insufficient per-frame signal. If the average is also featureless, the camera did not receive a stable diffraction pattern." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9f03e1d8", + "metadata": {}, + "outputs": [], + "source": [ + "mean_pattern = np.asarray(raw_data.mean(axis=0, dtype=np.float64))\n", + "frame_means = np.asarray(raw_data.mean(axis=(-2, -1), dtype=np.float64))\n", + "display_min, display_max = np.percentile(mean_pattern, [1, 99.9])\n", + "peak_row, peak_column = np.unravel_index(np.argmax(mean_pattern), mean_pattern.shape)\n", + "background = np.concatenate([mean_pattern[:16].ravel(), mean_pattern[-16:].ravel(), mean_pattern[:, :16].ravel(), mean_pattern[:, -16:].ravel()])\n", + "peak_snr = (mean_pattern.max() - np.median(background)) / max(np.std(background), 1e-12)\n", + "\n", + "print(\"Mean-pattern percentiles:\", np.percentile(mean_pattern, [0, 1, 50, 99, 99.9, 100]))\n", + "print(\"Brightest mean pixel: \", (peak_row, peak_column))\n", + "print(\"Peak/background SNR: \", float(peak_snr))\n", + "\n", + "fig, axes = plt.subplots(1, 3, figsize=(12, 4))\n", + "axes[0].imshow(mean_pattern, cmap=\"magma\", vmin=display_min, vmax=display_max)\n", + "axes[0].set_title(\"mean pattern, linear\")\n", + "axes[1].imshow(np.log1p(np.clip(mean_pattern, 0, None)), cmap=\"magma\")\n", + "axes[1].set_title(\"mean pattern, log\")\n", + "axes[2].plot(frame_means)\n", + "axes[2].set_title(\"mean counts per raw frame\")\n", + "axes[2].set_xlabel(\"raw frame index\")\n", + "for ax in axes[:2]:\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "77c49104", + "metadata": {}, + "source": [ + "## 2. Inspect the AutoScript extended header\n", + "\n", + "SciFiReaders derives the scan shape from four extended-header fields. Incorrect bounds, swapped fields, or an interrupted scan can make the reshape look wrong." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "71c30aa1", + "metadata": {}, + "outputs": [], + "source": [ + "print(\"Extended-header fields:\")\n", + "print(extended_header.dtype.names)\n", + "\n", + "scan_labels = [\"Scan size right\", \"Scan size left\", \"Scan size top\", \"Scan size bottom\"]\n", + "scan_limits = {label: np.unique(extended_header[label]).tolist() for label in scan_labels}\n", + "for label, values in scan_limits.items():\n", + " print(f\"{label:18s}: {values}\")\n", + "\n", + "orientation_labels = [\"Scan rotation\", \"Diffraction pattern rotation\", \"Image rotation\", \"Beam center X pixel\", \"Beam center Y pixel\", \"Readout area left\", \"Readout area top\", \"Readout area right\", \"Readout area bottom\"]\n", + "acquisition_labels = [\"Camera name\", \"Detector commercial name\", \"Dwell time\", \"Integration time\", \"Ceta frames summed\", \"Direct detector electron counting\", \"HT\", \"Projection mode\", \"Camera length\"]\n", + "print(\"\\nOrientation and camera metadata:\")\n", + "for label in orientation_labels + acquisition_labels:\n", + " if label in extended_header.dtype.names:\n", + " print(f\"{label:30s}: {np.unique(extended_header[label]).tolist()}\")\n", + "\n", + "right, left, top, bottom = [float(np.unique(extended_header[label])[0]) for label in scan_labels]\n", + "scan_shape_from_header = (int(abs(top - bottom)), int(abs(right - left)))\n", + "reshape_shape = (*scan_shape_from_header, *raw_data.shape[-2:])\n", + "\n", + "print(\"Header scan shape: \", scan_shape_from_header)\n", + "print(\"Raw frame count: \", raw_data.shape[0])\n", + "print(\"Expected frame count:\", int(np.prod(scan_shape_from_header)))\n", + "print(\"4D reshape target: \", reshape_shape)\n", + "if EXPECTED_SCAN_SHAPE is not None:\n", + " print(\"Matches requested scan:\", tuple(EXPECTED_SCAN_SHAPE) == scan_shape_from_header)" + ] + }, + { + "cell_type": "markdown", + "id": "d2c6242a", + "metadata": {}, + "source": [ + "### Reproduce the raw reshape\n", + "\n", + "This is the exact C-order reshape used by SciFiReaders. No interpolation or intensity conversion occurs." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "30fce0ed", + "metadata": {}, + "outputs": [], + "source": [ + "if raw_data.shape[0] != np.prod(scan_shape_from_header):\n", + " raise ValueError(\"The MRC frame count does not match the scan shape in its extended header\")\n", + "\n", + "raw_4d = raw_data.reshape(reshape_shape)\n", + "raw_virtual = np.asarray(raw_data.sum(axis=(-2, -1), dtype=np.float64)).reshape(scan_shape_from_header)\n", + "\n", + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "ax.imshow(raw_virtual, cmap=\"gray\")\n", + "ax.set_title(\"Raw MRC virtual bright field\")\n", + "ax.set_xlabel(\"scan axis 1\")\n", + "ax.set_ylabel(\"scan axis 0\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "c733c29f", + "metadata": {}, + "source": [ + "## 3. Read with SciFiReaders\n", + "\n", + "This is the same reader used by `DATA.copy_and_register_remote_file`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "011737ee", + "metadata": {}, + "outputs": [], + "source": [ + "channels = MRCReader(str(mrc_path)).read()\n", + "scifi_data = channels[\"Channel_000\"]\n", + "\n", + "print(scifi_data)\n", + "print(\"SciFiReaders shape:\", scifi_data.shape)\n", + "print(\"SciFiReaders dtype:\", scifi_data.dtype)\n", + "print(\"SciFiReaders chunks:\", scifi_data.chunks)\n", + "print(\"SciFiReaders data type:\", scifi_data.data_type)\n", + "print(\"Metadata fields:\", list(scifi_data.original_metadata))\n", + "for label in scan_labels + orientation_labels + acquisition_labels + [\"Pixel size X\", \"Pixel size Y\"]:\n", + " if label in scifi_data.original_metadata:\n", + " print(f\"{label:30s}: {np.asarray(scifi_data.original_metadata[label]).tolist()}\")" + ] + }, + { + "cell_type": "markdown", + "id": "16eeddb8", + "metadata": {}, + "source": [ + "### Display SciFiReaders diffraction frames" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "428fd7f6", + "metadata": {}, + "outputs": [], + "source": [ + "scan_positions = [(0, 0), (scifi_data.shape[0] // 2, scifi_data.shape[1] // 2), (scifi_data.shape[0] - 1, scifi_data.shape[1] - 1)]\n", + "fig, axes = plt.subplots(1, 3, figsize=(11, 4))\n", + "for ax, (row, column) in zip(axes, scan_positions):\n", + " frame = np.asarray(scifi_data[row, column].compute())\n", + " ax.imshow(np.log1p(np.clip(frame, 0, None)), cmap=\"magma\")\n", + " ax.set_title(f\"SciFi [{row}, {column}]\")\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "5b4e4376", + "metadata": {}, + "source": [ + "### Verify the raw-frame mapping\n", + "\n", + "For C-order reshaping, scan position `(row, column)` must equal raw frame `row * scan_width + column`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8939154c", + "metadata": {}, + "outputs": [], + "source": [ + "for row, column in scan_positions:\n", + " raw_index = row * scifi_data.shape[1] + column\n", + " raw_frame = np.asarray(raw_data[raw_index])\n", + " scifi_frame = np.asarray(scifi_data[row, column].compute())\n", + " print((row, column), \"-> raw\", raw_index, \"equal:\", np.array_equal(raw_frame, scifi_frame), \"max abs diff:\", float(np.max(np.abs(raw_frame.astype(np.float64) - scifi_frame.astype(np.float64)))))" + ] + }, + { + "cell_type": "markdown", + "id": "91d09400", + "metadata": {}, + "source": [ + "### Compare the complete scan-space intensity map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0bb71bdc", + "metadata": {}, + "outputs": [], + "source": [ + "scifi_virtual = np.asarray(scifi_data.sum(axis=(2, 3)).compute())\n", + "virtual_difference = scifi_virtual.astype(np.float64) - raw_virtual\n", + "\n", + "fig, axes = plt.subplots(1, 3, figsize=(12, 4))\n", + "axes[0].imshow(raw_virtual, cmap=\"gray\")\n", + "axes[0].set_title(\"raw reshape\")\n", + "axes[1].imshow(scifi_virtual, cmap=\"gray\")\n", + "axes[1].set_title(\"SciFiReaders\")\n", + "axes[2].imshow(virtual_difference, cmap=\"coolwarm\")\n", + "axes[2].set_title(f\"difference, max={np.max(np.abs(virtual_difference)):.3g}\")\n", + "for ax in axes:\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "71284887", + "metadata": {}, + "source": [ + "### Diffraction-orientation candidates\n", + "\n", + "Use a recognizable asymmetric diffraction pattern to check whether the camera axes need transposition or reflection." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "11f9bf85", + "metadata": {}, + "outputs": [], + "source": [ + "row, column = scan_positions[1]\n", + "reference_frame = np.asarray(scifi_data[row, column].compute())\n", + "diffraction_views = {\n", + " \"as read\": reference_frame,\n", + " \"transpose\": reference_frame.T,\n", + " \"flip axis 0\": np.flip(reference_frame, axis=0),\n", + " \"flip axis 1\": np.flip(reference_frame, axis=1),\n", + " \"rotate +90\": np.rot90(reference_frame, 1),\n", + " \"rotate -90\": np.rot90(reference_frame, -1),\n", + "}\n", + "fig, axes = plt.subplots(2, 3, figsize=(11, 7))\n", + "for ax, (name, image) in zip(axes.flat, diffraction_views.items()):\n", + " ax.imshow(np.log1p(np.clip(image, 0, None)), cmap=\"magma\")\n", + " ax.set_title(name)\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "12645fef", + "metadata": {}, + "source": [ + "## 4. Write the HDF5 manually\n", + "\n", + "This reproduces the DATA conversion one diffraction frame at a time." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "19581766", + "metadata": {}, + "outputs": [], + "source": [ + "request_scan_shape = list(EXPECTED_SCAN_SHAPE or scifi_data.shape[:2])\n", + "with h5py.File(debug_h5_path, \"w\", track_order=True) as h5:\n", + " dataset = h5.create_dataset(\"stem_data\", shape=scifi_data.shape, dtype=scifi_data.dtype, chunks=True)\n", + " for row in range(scifi_data.shape[0]):\n", + " for column in range(scifi_data.shape[1]):\n", + " dataset[row, column] = scifi_data[row, column].compute()\n", + " dataset.attrs[\"acquisition_type\"] = \"stem_data\"\n", + " dataset.attrs[\"detector\"] = \"BM-Ceta\"\n", + " dataset.attrs[\"source_format\"] = \"MRC\"\n", + " dataset.attrs[\"source_file\"] = str(mrc_path)\n", + " dataset.attrs[\"data_type\"] = str(scifi_data.data_type)\n", + " dataset.attrs[\"scan_shape\"] = json.dumps(request_scan_shape)\n", + " h5.attrs[\"source_mrc_metadata_json\"] = json.dumps(scifi_data.original_metadata, default=lambda value: value.tolist() if hasattr(value, \"tolist\") else str(value))\n", + "\n", + "print(debug_h5_path, debug_h5_path.stat().st_size, \"bytes\")" + ] + }, + { + "cell_type": "markdown", + "id": "6727c035", + "metadata": {}, + "source": [ + "### Inspect the HDF5 structure and metadata" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1aa9dbd6", + "metadata": {}, + "outputs": [], + "source": [ + "with h5py.File(debug_h5_path, \"r\") as h5:\n", + " print(\"Root keys:\", list(h5))\n", + " print(\"Root attrs:\", dict(h5.attrs))\n", + " print(\"Dataset shape:\", h5[\"stem_data\"].shape)\n", + " print(\"Dataset dtype:\", h5[\"stem_data\"].dtype)\n", + " print(\"Dataset chunks:\", h5[\"stem_data\"].chunks)\n", + " print(\"Dataset attrs:\", dict(h5[\"stem_data\"].attrs))" + ] + }, + { + "cell_type": "markdown", + "id": "b8455a04", + "metadata": {}, + "source": [ + "### Reopen and display the HDF5\n", + "\n", + "If this differs from the SciFiReaders view, the error occurred during HDF5 writing." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4ef7b326", + "metadata": {}, + "outputs": [], + "source": [ + "with h5py.File(debug_h5_path, \"r\") as h5:\n", + " h5_virtual = np.empty(h5[\"stem_data\"].shape[:2], dtype=np.float64)\n", + " for row in range(h5[\"stem_data\"].shape[0]):\n", + " for column in range(h5[\"stem_data\"].shape[1]):\n", + " h5_virtual[row, column] = np.sum(h5[\"stem_data\"][row, column], dtype=np.float64)\n", + " h5_frames = [h5[\"stem_data\"][row, column] for row, column in scan_positions]\n", + "\n", + "fig, axes = plt.subplots(1, 4, figsize=(14, 4))\n", + "axes[0].imshow(h5_virtual, cmap=\"gray\")\n", + "axes[0].set_title(\"HDF5 virtual BF\")\n", + "for ax, frame, position in zip(axes[1:], h5_frames, scan_positions):\n", + " ax.imshow(np.log1p(np.clip(frame, 0, None)), cmap=\"magma\")\n", + " ax.set_title(f\"HDF5 {position}\")\n", + "for ax in axes:\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "c4fa8e9e", + "metadata": {}, + "source": [ + "### Verify every HDF5 diffraction frame numerically" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "599b9c8f", + "metadata": {}, + "outputs": [], + "source": [ + "mismatched_frames = 0\n", + "maximum_absolute_error = 0.0\n", + "with h5py.File(debug_h5_path, \"r\") as h5:\n", + " for row in range(scifi_data.shape[0]):\n", + " for column in range(scifi_data.shape[1]):\n", + " source_frame = np.asarray(scifi_data[row, column].compute())\n", + " h5_frame = h5[\"stem_data\"][row, column]\n", + " mismatched_frames += int(not np.array_equal(source_frame, h5_frame))\n", + " maximum_absolute_error = max(maximum_absolute_error, float(np.max(np.abs(source_frame.astype(np.float64) - h5_frame.astype(np.float64)))))\n", + "\n", + "print(\"Mismatched frames: \", mismatched_frames)\n", + "print(\"Maximum abs error:\", maximum_absolute_error)\n", + "print(\"Virtual image equal:\", np.array_equal(scifi_virtual, h5_virtual))" + ] + }, + { + "cell_type": "markdown", + "id": "298807b2", + "metadata": {}, + "source": [ + "## 5. Run the production DATA conversion\n", + "\n", + "This creates and registers a second HDF5 using `DATA.copy_and_register_remote_file`. Run this section only when the DATA host can read `mrc_path`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cbdb958c", + "metadata": {}, + "outputs": [], + "source": [ + "DB_HOST = \"10.46.217.241\"\n", + "DB_PORT = 9094\n", + "os.environ[\"TANGO_HOST\"] = f\"{DB_HOST}:{DB_PORT}\"\n", + "\n", + "data = tango.DeviceProxy(\"asyncroscopy/data/default\")\n", + "data.set_timeout_millis(3_600_000)\n", + "data.ping()\n", + "tiled_config = json.loads(data.get_config())\n", + "client = from_uri(tiled_config[\"uri\"])\n", + "print(tiled_config)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "21d35e03", + "metadata": {}, + "outputs": [], + "source": [ + "production_request = {\n", + " \"source_path\": str(mrc_path),\n", + " \"detector\": \"BM-Ceta\",\n", + " \"scan_shape\": request_scan_shape,\n", + "}\n", + "production_key = data.copy_and_register_remote_file(json.dumps(production_request))\n", + "print(\"Registered key:\", production_key)" + ] + }, + { + "cell_type": "markdown", + "id": "76bad6a2", + "metadata": {}, + "source": [ + "### Read the registered data through Tiled\n", + "\n", + "Only three diffraction frames are transferred. Their exact comparison determines whether registration or Tiled changed the values." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "aa15aa2b", + "metadata": {}, + "outputs": [], + "source": [ + "tiled_node = client[production_key][\"stem_data\"]\n", + "print(\"Tiled shape:\", tiled_node.shape)\n", + "print(\"Tiled metadata:\", dict(tiled_node.metadata))\n", + "\n", + "fig, axes = plt.subplots(1, 3, figsize=(11, 4))\n", + "for ax, (row, column) in zip(axes, scan_positions):\n", + " tiled_frame = tiled_node.read(slice=np.s_[row, column, :, :])\n", + " h5_frame = h5_frames[scan_positions.index((row, column))]\n", + " print((row, column), \"Tiled equals HDF5:\", np.array_equal(tiled_frame, h5_frame), \"max abs diff:\", float(np.max(np.abs(tiled_frame.astype(np.float64) - h5_frame.astype(np.float64)))))\n", + " ax.imshow(np.log1p(np.clip(tiled_frame, 0, None)), cmap=\"magma\")\n", + " ax.set_title(f\"Tiled [{row}, {column}]\")\n", + " ax.axis(\"off\")\n", + "fig.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "40123942", + "metadata": {}, + "source": [ + "## Interpretation\n", + "\n", + "- Raw frames wrong: acquisition or MRC writing problem.\n", + "- Raw frames correct but header-derived scan map wrong: scan bounds or frame-order problem.\n", + "- Raw reshape and SciFiReaders differ: reader problem.\n", + "- SciFiReaders correct but manual HDF5 differs: HDF5 conversion problem.\n", + "- Manual HDF5 correct but Tiled frames differ: registration or serving problem.\n", + "- Every numerical comparison passes but the result still looks wrong: compare the recorded scan, image, and diffraction rotations against the displayed data." + ] + }, + { + "cell_type": "markdown", + "id": "cf85791a", + "metadata": {}, + "source": [ + "### Close the raw MRC" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "942068da", + "metadata": {}, + "outputs": [], + "source": [ + "raw_mrc.close()" + ] + } + ], + "metadata": { + "description": "Inspect every AutoScript MRC to SciFiReaders to HDF5 to Tiled data transition.", + "kernelspec": { + "display_name": "asyncroscopy (3.12.13.final.0)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.12" + }, + "title": "AutoScript MRC to HDF5 Debugging" + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/18_Polycrystalline_Gold_Digital_Twin.ipynb b/notebooks/18_Polycrystalline_Gold_Digital_Twin.ipynb new file mode 100644 index 00000000..5d063c0c --- /dev/null +++ b/notebooks/18_Polycrystalline_Gold_Digital_Twin.ipynb @@ -0,0 +1,1235 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "29e89509", + "metadata": {}, + "source": [ + "# Polycrystalline gold digital twin\n", + "\n", + "This twin revives the original atomistic polycrystalline slab as a Tango microscope. Random grain centers divide a **200 nm × 200 nm × 10 nm** sample into Voronoi grains. Each occupied grain contains explicit FCC gold atoms aligned within 2° of a primitive zone-axis family whose indices are no greater than 2; selected grains are empty. On the first acquisition at a field of view, the atoms are projected onto the scan grid and cached; later acquisitions reuse that raw potential and convolve it with the probe supplied by `DigitalTwinCorrector`.\n", + "\n", + "Acquisitions use the normal scan API and are saved through the data server to Tiled.\n" + ] + }, + { + "cell_type": "markdown", + "id": "69d27711", + "metadata": {}, + "source": [ + "## Start the digital twin\n", + "\n", + "From the repository root:\n", + "\n", + "```bash\n", + "uv sync --extra diffraction\n", + "uv run python startup_scripts/run_servers.py --yaml configs/polycrystalline_gold.yaml\n", + "```\n", + "\n", + "Leave that terminal open while using the notebook.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "fd1dddd8", + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "import os\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import pyTEMlib.image_tools as image_tools\n", + "import pyTEMlib.probe_tools as probe_tools\n", + "import tango\n", + "from IPython.display import display\n", + "from matplotlib.collections import PolyCollection\n", + "from skimage.restoration import richardson_lucy\n", + "from tiled.client import from_uri\n", + "\n", + "%matplotlib ipympl\n", + "\n", + "TANGO_HOST = os.getenv(\"ASYNCROSCOPY_TANGO_HOST\", \"127.0.0.1:9094\")\n", + "TILED_URL = os.getenv(\"ASYNCROSCOPY_TILED_URL\", \"http://127.0.0.1:9091\")\n", + "os.environ[\"TANGO_HOST\"] = TANGO_HOST\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "2be24b94", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "asyncroscopy/scan/default ON\n", + "asyncroscopy/instrument/default ON\n", + "asyncroscopy/corrector/default ON\n", + "asyncroscopy/data/default ON\n" + ] + } + ], + "source": [ + "scan = tango.DeviceProxy(\"asyncroscopy/scan/default\")\n", + "microscope = tango.DeviceProxy(\"asyncroscopy/instrument/default\")\n", + "corrector = tango.DeviceProxy(\"asyncroscopy/corrector/default\")\n", + "data = tango.DeviceProxy(\"asyncroscopy/data/default\")\n", + "\n", + "for proxy in (scan, microscope, corrector, data):\n", + " proxy.set_timeout_millis(120_000)\n", + " proxy.ping()\n", + " print(proxy.name(), proxy.state())\n", + "\n", + "client = from_uri(TILED_URL)\n" + ] + }, + { + "cell_type": "markdown", + "id": "e368599f", + "metadata": {}, + "source": [ + "## Inspect the generated slab\n", + "\n", + "The server generates grain centers, empty-grain choices, and orientations once from `sample_seed`. It generates explicit FCC atoms for the active field of view during each acquisition.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "grain-metadata", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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value
sample_typeatomistic_polycrystalline_gold_slab
volume_size_xy_nm200.0
volume_thickness_nm10.0
grain_size_angstrom10.0
lattice_constant_angstrom4.08
grain_count9549
occupied_grain_count8117
empty_grain_count1432
zone_axis_families[[0, 0, 1], [0, 1, 1], [0, 1, 2], [1, 1, 1], [...
zone_axis_max_deviation_deg2.0
corrector_backendDigitalTwinCorrector
probe_backendpyTEMlib.probe_tools.get_probe
acceleration_voltage_ev200000.0
convergence_angle_mrad30.0
last_rendered_atom_count241192
raw_potential_cache_hits12
defocus_m0.0
corrector_aberrations{'WD': [0.0, 0.0], 'C1': [9.999999717180685e-1...
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" + ], + "text/plain": [ + " value\n", + "sample_type atomistic_polycrystalline_gold_slab\n", + "volume_size_xy_nm 200.0\n", + "volume_thickness_nm 10.0\n", + "grain_size_angstrom 10.0\n", + "lattice_constant_angstrom 4.08\n", + "grain_count 9549\n", + "occupied_grain_count 8117\n", + "empty_grain_count 1432\n", + "zone_axis_families [[0, 0, 1], [0, 1, 1], [0, 1, 2], [1, 1, 1], [...\n", + "zone_axis_max_deviation_deg 2.0\n", + "corrector_backend DigitalTwinCorrector\n", + "probe_backend pyTEMlib.probe_tools.get_probe\n", + "acceleration_voltage_ev 200000.0\n", + "convergence_angle_mrad 30.0\n", + "last_rendered_atom_count 241192\n", + "raw_potential_cache_hits 12\n", + "defocus_m 0.0\n", + "corrector_aberrations {'WD': [0.0, 0.0], 'C1': [9.999999717180685e-1..." + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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labeloccupiedcenter_angstromzone_axiszone_offset_degorientation_euler_degcomposition
01True[556.3513173330987, 584.9218400022012, 79.6700...[0, 1, 2]0.626096[28.390711001266517, 0.2967635701742909, 27.11...{'Au': 1.0}
12True[720.4694409352747, 1007.6953440736547, 57.612...[1, 2, 2]1.071814[-47.414750101622644, -19.610760400631463, 43....{'Au': 1.0}
23True[1482.5009491350945, 1291.544384994811, 4.2054...[1, 2, 2]0.086041[14.074354322937387, -19.488154725586515, 45.0...{'Au': 1.0}
34True[1981.5704903658973, 1747.0148532414562, 66.93...[1, 1, 2]1.071480[-52.4282303429461, -23.17172148023772, 27.158...{'Au': 1.0}
45True[282.9931234137215, 660.9435061771609, 15.6134...[1, 2, 2]0.682976[-88.28575469371786, -19.483881636323257, 44.2...{'Au': 1.0}
........................
95449545True[313.49382716067043, 366.3183087201818, 57.003...[1, 2, 2]0.865941[29.10136135763039, -19.64057531970663, 45.901...{'Au': 1.0}
95459546True[1975.7338527463626, 967.2584349006272, 66.124...[0, 1, 2]0.769013[75.25448207022677, -0.758449712888308, 26.438...{'Au': 1.0}
95469547True[1449.2874431249481, 1858.8336442204584, 24.80...[1, 2, 2]1.412656[-95.68267309186797, -18.6193649978599, 43.807...{'Au': 1.0}
95479548True[422.9642224588477, 1277.4435759108958, 52.296...[1, 1, 2]0.764322[-105.70260636835394, -24.82580450506882, 26.8...{'Au': 1.0}
95489549True[441.9597556959822, 1671.4340403171136, 97.281...[0, 1, 1]0.633523[42.94505856181479, 0.07485639269841593, 45.62...{'Au': 1.0}
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9549 rows × 7 columns

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" + ], + "text/plain": [ + " label occupied center_angstrom \\\n", + "0 1 True [556.3513173330987, 584.9218400022012, 79.6700... \n", + "1 2 True [720.4694409352747, 1007.6953440736547, 57.612... \n", + "2 3 True [1482.5009491350945, 1291.544384994811, 4.2054... \n", + "3 4 True [1981.5704903658973, 1747.0148532414562, 66.93... \n", + "4 5 True [282.9931234137215, 660.9435061771609, 15.6134... \n", + "... ... ... ... \n", + "9544 9545 True [313.49382716067043, 366.3183087201818, 57.003... \n", + "9545 9546 True [1975.7338527463626, 967.2584349006272, 66.124... \n", + "9546 9547 True [1449.2874431249481, 1858.8336442204584, 24.80... \n", + "9547 9548 True [422.9642224588477, 1277.4435759108958, 52.296... \n", + "9548 9549 True [441.9597556959822, 1671.4340403171136, 97.281... \n", + "\n", + " zone_axis zone_offset_deg \\\n", + "0 [0, 1, 2] 0.626096 \n", + "1 [1, 2, 2] 1.071814 \n", + "2 [1, 2, 2] 0.086041 \n", + "3 [1, 1, 2] 1.071480 \n", + "4 [1, 2, 2] 0.682976 \n", + "... ... ... \n", + "9544 [1, 2, 2] 0.865941 \n", + "9545 [0, 1, 2] 0.769013 \n", + "9546 [1, 2, 2] 1.412656 \n", + "9547 [1, 1, 2] 0.764322 \n", + "9548 [0, 1, 1] 0.633523 \n", + "\n", + " orientation_euler_deg composition \n", + "0 [28.390711001266517, 0.2967635701742909, 27.11... {'Au': 1.0} \n", + "1 [-47.414750101622644, -19.610760400631463, 43.... {'Au': 1.0} \n", + "2 [14.074354322937387, -19.488154725586515, 45.0... {'Au': 1.0} \n", + "3 [-52.4282303429461, -23.17172148023772, 27.158... {'Au': 1.0} \n", + "4 [-88.28575469371786, -19.483881636323257, 44.2... {'Au': 1.0} \n", + "... ... ... \n", + "9544 [29.10136135763039, -19.64057531970663, 45.901... {'Au': 1.0} \n", + "9545 [75.25448207022677, -0.758449712888308, 26.438... {'Au': 1.0} \n", + "9546 [-95.68267309186797, -18.6193649978599, 43.807... {'Au': 1.0} \n", + "9547 [-105.70260636835394, -24.82580450506882, 26.8... {'Au': 1.0} \n", + "9548 [42.94505856181479, 0.07485639269841593, 45.62... {'Au': 1.0} \n", + "\n", + "[9549 rows x 7 columns]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "corrector_info = json.loads(corrector.get_info())[\"result\"]\n", + "assert corrector_info[\"simulation\"] and corrector_info[\"model\"] == \"DigitalTwinCorrector\"\n", + "display(pd.Series(corrector_info, name=\"value\").to_frame())\n", + "\n", + "volume_metadata = json.loads(microscope.get_volume_metadata())\n", + "grain_parameters = pd.DataFrame(json.loads(microscope.get_region_parameters()))\n", + "display(pd.Series(volume_metadata, name=\"value\").to_frame())\n", + "display(grain_parameters)\n" + ] + }, + { + "cell_type": "markdown", + "id": "be3531af", + "metadata": {}, + "source": [ + "## Acquire a corrector-driven defocus series\n", + "\n", + "A 20 nm field of view resolves the differently oriented grains. Every image is saved to Tiled and returned as its own data key.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "7bc0c663", + "metadata": {}, + "outputs": [], + "source": [ + "# takes ~45 seconds first time. ~2 seconds after that\n", + "# (will take longer when you change imsize or fov)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "76affc05", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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defocus_nmdata_keymeanstandard_deviation
00stem_image_HAADF_20260811T200052968075.h50.3638440.102492
11stem_image_HAADF_20260811T200053642192.h50.3641610.102871
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" + ], + "text/plain": [ + " defocus_nm data_key mean \\\n", + "0 0 stem_image_HAADF_20260811T200052968075.h5 0.363844 \n", + "1 1 stem_image_HAADF_20260811T200053642192.h5 0.364161 \n", + "\n", + " standard_deviation \n", + "0 0.102492 \n", + "1 0.102871 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "scan.imsize = 1024\n", + "scan.dwell_time = 10e-6\n", + "scan.scan_region = [0.0, 0.0, 1.0, 1.0]\n", + "microscope.set_fov(20e-9)\n", + "\n", + "defocus_nm = np.array([0,1])\n", + "images = []\n", + "rows = []\n", + "\n", + "for value_nm in defocus_nm:\n", + " microscope.set_defocus(float(value_nm * 1e-9))\n", + " key = microscope.acquire_scanned_image([\"HAADF\"])\n", + " image = np.asarray(client[key][\"image\"][\"HAADF\"].read(), dtype=np.float64)\n", + " images.append(image)\n", + " rows.append({\"defocus_nm\": value_nm, \"data_key\": key, \"mean\": image.mean(), \"standard_deviation\": image.std()})\n", + "\n", + "images = np.asarray(images)\n", + "defocus_results = pd.DataFrame(rows)\n", + "display(defocus_results)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "4f1ef193", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "2d1dca3f84694d16853b87b9377a7361", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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defocus_nmcontrastdata_key
0-8.00.213558stem_image_HAADF_20260811T200057022989.h5
1-6.00.215036stem_image_HAADF_20260811T200057698183.h5
2-4.00.232412stem_image_HAADF_20260811T200058346783.h5
3-2.00.286519stem_image_HAADF_20260811T200058995653.h5
40.00.281693stem_image_HAADF_20260811T200059645624.h5
52.00.271274stem_image_HAADF_20260811T200100291889.h5
64.00.227074stem_image_HAADF_20260811T200100937947.h5
76.00.217473stem_image_HAADF_20260811T200101583343.h5
88.00.213104stem_image_HAADF_20260811T200102232900.h5
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" + ], + "text/plain": [ + " defocus_nm contrast data_key\n", + "0 -8.0 0.213558 stem_image_HAADF_20260811T200057022989.h5\n", + "1 -6.0 0.215036 stem_image_HAADF_20260811T200057698183.h5\n", + "2 -4.0 0.232412 stem_image_HAADF_20260811T200058346783.h5\n", + "3 -2.0 0.286519 stem_image_HAADF_20260811T200058995653.h5\n", + "4 0.0 0.281693 stem_image_HAADF_20260811T200059645624.h5\n", + "5 2.0 0.271274 stem_image_HAADF_20260811T200100291889.h5\n", + "6 4.0 0.227074 stem_image_HAADF_20260811T200100937947.h5\n", + "7 6.0 0.217473 stem_image_HAADF_20260811T200101583343.h5\n", + "8 8.0 0.213104 stem_image_HAADF_20260811T200102232900.h5" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "baseline_aberrations = json.loads(corrector.get_aberrations_coeff_sim())\n", + "defocus_sweep_nm = np.linspace(-8.0, 8.0, 9)\n", + "defocus_sweep_rows = []\n", + "\n", + "for value_nm in defocus_sweep_nm:\n", + " coefficients = {name: list(values) for name, values in baseline_aberrations.items()}\n", + " coefficients[\"C1\"] = [float(value_nm * 1e-9)]\n", + " corrector.set_aberrations_coeff_sim(json.dumps(coefficients))\n", + " key = microscope.acquire_scanned_image([\"HAADF\"])\n", + " image = np.asarray(client[key][\"image\"][\"HAADF\"].read(), dtype=np.float64)\n", + " contrast = image.std() / image.mean()\n", + " defocus_sweep_rows.append({\"defocus_nm\": value_nm, \"contrast\": contrast, \"data_key\": key})\n", + "\n", + "corrector.set_aberrations_coeff_sim(json.dumps(baseline_aberrations))\n", + "defocus_sweep_results = pd.DataFrame(defocus_sweep_rows)\n", + "parabola = np.polyfit(defocus_sweep_results[\"defocus_nm\"], defocus_sweep_results[\"contrast\"], 2)\n", + "parabola_x_nm = np.linspace(defocus_sweep_nm.min(), defocus_sweep_nm.max(), 300)\n", + "best_defocus_nm = -parabola[1] / (2.0 * parabola[0])\n", + "display(defocus_sweep_results)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "defocus-parabola-plot", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3178169626074767b705894ec6dec4a3", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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A1_x_nmA1_y_nmcontrastdata_key
180.00.0000000.294848stem_image_HAADF_20260811T200148138208.h5
251.00.0000000.291992stem_image_HAADF_20260811T200152687017.h5
240.5-0.8660250.290660stem_image_HAADF_20260811T200152032600.h5
12-0.50.8660250.285135stem_image_HAADF_20260811T200144247555.h5
11-1.00.0000000.284248stem_image_HAADF_20260811T200143601198.h5
\n", + "
" + ], + "text/plain": [ + " A1_x_nm A1_y_nm contrast data_key\n", + "18 0.0 0.000000 0.294848 stem_image_HAADF_20260811T200148138208.h5\n", + "25 1.0 0.000000 0.291992 stem_image_HAADF_20260811T200152687017.h5\n", + "24 0.5 -0.866025 0.290660 stem_image_HAADF_20260811T200152032600.h5\n", + "12 -0.5 0.866025 0.285135 stem_image_HAADF_20260811T200144247555.h5\n", + "11 -1.0 0.000000 0.284248 stem_image_HAADF_20260811T200143601198.h5" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "baseline_aberrations = json.loads(corrector.get_aberrations_coeff_sim())\n", + "a1_step_nm = 1.0\n", + "a1_rings = 3\n", + "a1_rows = []\n", + "\n", + "for q in range(-a1_rings, a1_rings + 1):\n", + " for r in range(-a1_rings, a1_rings + 1):\n", + " if abs(q + r) > a1_rings:\n", + " continue\n", + " a1_x_nm = a1_step_nm * (q + r / 2.0)\n", + " a1_y_nm = a1_step_nm * np.sqrt(3.0) * r / 2.0\n", + " coefficients = {name: list(values) for name, values in baseline_aberrations.items()}\n", + " coefficients[\"A1\"] = [float(a1_x_nm * 1e-9), float(a1_y_nm * 1e-9)]\n", + " corrector.set_aberrations_coeff_sim(json.dumps(coefficients))\n", + " key = microscope.acquire_scanned_image([\"HAADF\"])\n", + " image = np.asarray(client[key][\"image\"][\"HAADF\"].read(), dtype=np.float64)\n", + " a1_rows.append({\"A1_x_nm\": a1_x_nm, \"A1_y_nm\": a1_y_nm, \"contrast\": image.std() / image.mean(), \"data_key\": key})\n", + "\n", + "corrector.set_aberrations_coeff_sim(json.dumps(baseline_aberrations))\n", + "a1_results = pd.DataFrame(a1_rows)\n", + "display(a1_results.sort_values(\"contrast\", ascending=False).head())" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "a1-grid-plot", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "32f6752385fa406284c9c84abf6a11a0", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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+ "text/html": [ + "\n", + "
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conditiondefocus_nmA2_x_nmA2_y_nmdata_key
0underfocus-5.020.00.0stem_image_HAADF_20260811T200024722804.h5
1focus0.020.00.0stem_image_HAADF_20260811T200026439947.h5
2overfocus5.020.00.0stem_image_HAADF_20260811T200028104293.h5
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" + ], + "text/plain": [ + " condition defocus_nm A2_x_nm A2_y_nm \\\n", + "0 underfocus -5.0 20.0 0.0 \n", + "1 focus 0.0 20.0 0.0 \n", + "2 overfocus 5.0 20.0 0.0 \n", + "\n", + " data_key \n", + "0 stem_image_HAADF_20260811T200024722804.h5 \n", + "1 stem_image_HAADF_20260811T200026439947.h5 \n", + "2 stem_image_HAADF_20260811T200028104293.h5 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "baseline_aberrations = json.loads(corrector.get_aberrations_coeff_sim())\n", + "a2_nm = np.array([20.0, 0.0])\n", + "through_focus_nm = np.array([-5.0, 0.0, 5.0])\n", + "through_focus_labels = [\"underfocus\", \"focus\", \"overfocus\"]\n", + "through_focus_images = []\n", + "through_focus_deconvolved = []\n", + "through_focus_probes = []\n", + "through_focus_rows = []\n", + "\n", + "for label, defocus_value_nm in zip(through_focus_labels, through_focus_nm):\n", + " coefficients = {name: list(values) for name, values in baseline_aberrations.items()}\n", + " coefficients[\"A2\"] = [float(a2_nm[0] * 1e-9), float(a2_nm[1] * 1e-9)]\n", + " coefficients[\"C1\"] = [float(defocus_value_nm * 1e-9)]\n", + " corrector.set_aberrations_coeff_sim(json.dumps(coefficients))\n", + " key = microscope.acquire_scanned_image([\"HAADF\"])\n", + " image = np.asarray(client[key][\"image\"][\"HAADF\"].read(), dtype=np.float64)\n", + "\n", + " edge_crop = max(12, int(round(0.06 * int(scan.imsize))))\n", + " padded_size = int(scan.imsize) + 2 * edge_crop\n", + " aberrations = probe_tools.get_target_aberrations(\"Spectra300\", 200000)\n", + " mappings = {\"C1\": (\"C10\",), \"A1\": (\"C12a\", \"C12b\"), \"B2\": (\"C21a\", \"C21b\"), \"A2\": (\"C23a\", \"C23b\"), \"C3\": (\"C30\",), \"S3\": (\"C32a\", \"C32b\"), \"A3\": (\"C34a\", \"C34b\"), \"D4\": (\"C41a\", \"C41b\"), \"B4\": (\"C43a\", \"C43b\"), \"A4\": (\"C45a\", \"C45b\")}\n", + " for source, destinations in mappings.items():\n", + " for destination, value_m in zip(destinations, coefficients[source]):\n", + " aberrations[destination] = float(value_m * 1e9)\n", + " aberrations[\"acceleration_voltage\"] = 200000.0\n", + " aberrations[\"FOV\"] = 20\n", + " aberrations[\"convergence_angle\"] = 30.0\n", + " aberrations[\"wavelength\"] = image_tools.get_wavelength(aberrations[\"acceleration_voltage\"])\n", + " probe, _aperture, _chi = probe_tools.get_probe(aberrations, padded_size, padded_size, verbose=False)\n", + " probe_center = padded_size // 2\n", + " probe_kernel = probe[probe_center - 32:probe_center + 33, probe_center - 32:probe_center + 33]\n", + " probe_kernel /= probe_kernel.sum()\n", + " image_for_deconvolution = image - image.min()\n", + " image_for_deconvolution /= image_for_deconvolution.max()\n", + " deconvolved = richardson_lucy(image_for_deconvolution, probe_kernel, num_iter=20, clip=False)\n", + " through_focus_images.append(image)\n", + " through_focus_deconvolved.append(deconvolved)\n", + " through_focus_probes.append(probe)\n", + " through_focus_rows.append({\"condition\": label, \"defocus_nm\": defocus_value_nm, \"A2_x_nm\": a2_nm[0], \"A2_y_nm\": a2_nm[1], \"data_key\": key})\n", + "\n", + "corrector.set_aberrations_coeff_sim(json.dumps(baseline_aberrations))\n", + "through_focus_results = pd.DataFrame(through_focus_rows)\n", + "display(through_focus_results)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "a2-through-focus-plot", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "beb162d0b3034ad1bd6378fc5a2dba08", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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", + "text/html": [ + "\n", + "
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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axes = plt.subplots(3, 3, figsize=(11, 10), constrained_layout=True)\n", + "for row, label, defocus_value_nm, image, deconvolved, probe in zip(axes, through_focus_labels, through_focus_nm, through_focus_images, through_focus_deconvolved, through_focus_probes):\n", + " probe_center = probe.shape[0] // 2\n", + " probe_zoom = probe[probe_center - 24:probe_center + 25, probe_center - 24:probe_center + 25]\n", + " row[0].imshow(image, cmap=\"gray\", vmin=np.percentile(image, 1), vmax=np.percentile(image, 99))\n", + " row[0].set_title(f\"{label}: C1 = {defocus_value_nm:+.1f} nm\")\n", + " row[1].imshow(deconvolved, cmap=\"gray\", vmin=np.percentile(deconvolved, 1), vmax=np.percentile(deconvolved, 99))\n", + " row[1].set_title(\"Richardson-Lucy deconvolution\")\n", + " row[2].imshow(probe_zoom / probe_zoom.max(), cmap=\"magma\", vmin=0.0, vmax=1.0)\n", + " row[2].set_title(\"normalized probe center\")\n", + " for axis in row:\n", + " axis.axis(\"off\")\n", + "fig.suptitle(f\"A2 = ({a2_nm[0]:.1f}, {a2_nm[1]:.1f}) nm through-focus comparison\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "88a1c748", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "name": "python", + "version": "3.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/pyproject.toml b/pyproject.toml index 314cb1d8..510ab01a 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -15,11 +15,10 @@ dependencies = [ "matplotlib>=3.10.7", "multiprocess>=0.70.19", "numpy>=2.3.5", - "opencv-python>=4.13.0.92", - "pillow>=12.1.0", "pytango==10.1.2", "pytest>=9.0.2", "ruff>=0.15.2", + "scifireaders>=0.12.4", "ase>=3.27.0", "pyTEMlib>=0.2024.1.0", "sidpy>=0.12.8", @@ -40,7 +39,7 @@ dependencies = [ "pyyaml>=6.0.3", "pyqt5>=5.15.11,<5.16; sys_platform != 'darwin' or platform_machine != 'arm64'", "pyqt5-qt5==5.15.2; sys_platform == 'win32'", - "pyqt6>=6.8,<6.13", + "pyqt6>=6.8,<6.10", "ipympl>=0.10.0", "tifffile>=2026.5.15", "pyro5>=5.17", @@ -70,6 +69,15 @@ ollama = [ "langchain_ollama" ] +# Install SAM2 segmentation support with: +# uv sync --extra segment +segment = [ + "huggingface-hub", + "sam-2 @ git+https://github.com/facebookresearch/sam2.git", + "torch", + "torchvision", +] + [tool.setuptools] package-dir = { "" = "." } @@ -77,13 +85,25 @@ package-dir = { "" = "." } include = ["asyncroscopy*"] [tool.uv.sources] -autoscript-core = { path = "stubs/AutoScript_v_1.17/autoscript_core-1.3.0-py3-none-any.whl" } -autoscript-tem-microscope-client = { path = "stubs/AutoScript_v_1.17/autoscript_tem_microscope_client-1.17.0-py3-none-any.whl" } -autoscript-tem-toolkit = { path = "stubs/AutoScript_v_1.17/autoscript_tem_toolkit-1.17.0-py3-none-any.whl" } -thermoscientific-logging = { path = "stubs/AutoScript_v_1.17/thermoscientific_logging-1.3.0-py3-none-any.whl" } +autoscript-core = { path = "stubs/AutoScript_v_1.18/autoscript_core-1.4.0-py3-none-any.whl" } +autoscript-tem-microscope-client = { path = "stubs/AutoScript_v_1.18/autoscript_tem_microscope_client-1.18.0-py3-none-any.whl" } +autoscript-tem-toolkit = { path = "stubs/AutoScript_v_1.18/autoscript_tem_toolkit-1.18.0-py3-none-any.whl" } +thermoscientific-logging = { path = "stubs/AutoScript_v_1.18/thermoscientific_logging-1.4.0-py3-none-any.whl" } pyjem = { path = "stubs/PyJEM_v_1.3.0.3564/PyJEM-1.3.0.3564-py3-none-any.whl" } +torch = [ + { index = "pytorch-cu130", marker = "sys_platform == 'linux' or sys_platform == 'win32'" }, +] +torchvision = [ + { index = "pytorch-cu130", marker = "sys_platform == 'linux' or sys_platform == 'win32'" }, +] + [tool.uv] override-dependencies = [ - { package = { name = "aespm" }, dependencies = ["numpy>=2.3.5"] }, -] \ No newline at end of file + "numpy>=2.3.5", +] + +[[tool.uv.index]] +name = "pytorch-cu130" +url = "https://download.pytorch.org/whl/cu130" +explicit = true diff --git a/startup_guis/mcp_gui.py b/startup_guis/mcp_gui.py index f202cd72..9f3cc197 100644 --- a/startup_guis/mcp_gui.py +++ b/startup_guis/mcp_gui.py @@ -1,6 +1,7 @@ #!/usr/bin/env python from __future__ import annotations +import re import sys from pathlib import Path @@ -21,7 +22,6 @@ QComboBox, QFileDialog, QFormLayout, - QGroupBox, QHBoxLayout, QLabel, QLineEdit, @@ -33,55 +33,89 @@ QWidget, app_exec, ) -from startup_guis.shared import BODY_FONT, CONFIG_DIR, GENERATED_CONFIG_DIR, SECTION_FONT, TEXT_FONT, TITLE_FONT, ManagedCommand, action_button, append_terminal_text, configure_terminal, load_yaml, write_yaml, yaml_text # noqa: E402 +from startup_guis.shared import BODY_FONT, CONFIG_DIR, DIGITAL_TWIN_HOST, GENERATED_CONFIG_DIR, SPECTRA300_HOST, TEXT_FONT, TITLE_FONT, CheckBox, CollapsibleSection, HostToggle, ManagedCommand, action_button, append_terminal_text, apply_theme, configure_splitter, configure_terminal, load_yaml, scrollable, section_label, set_tool_count_badge, tool_count_badge, write_yaml, yaml_text # noqa: E402 DEFAULT_CONFIG_PATH = CONFIG_DIR / 'mcp.yaml' GENERATED_CONFIG_PATH = GENERATED_CONFIG_DIR / 'mcp_gui.yaml' +# Matches the unconditional "MCP ready: N tool(s) registered" line mcp_server.py +# prints once tool discovery finishes, even in quiet mode. +TOOL_COUNT_PATTERN = re.compile(r'MCP ready: (\d+) tool') +# Matches the fatal "MCP ERROR: ..." line mcp_server.py prints when it cannot +# start (e.g. the port is already held by another server instance). +MCP_ERROR_PATTERN = re.compile(r'MCP ERROR: (.+)') + + +def parse_int_safe(val: str, default: int) -> int: + val_str = str(val).strip().rstrip('\\') + cleaned = re.sub(r'\D', '', val_str) + return int(cleaned) if cleaned else default def mcp_config_from_values(values: dict) -> dict: blocked_functions = yaml.safe_load(values['blocked_functions']) if values['blocked_functions'].strip() else {} - return { - 'tango': {'host': values['tango_host'], 'port': int(values['tango_port'])}, + include_only_raw = values.get('include_only_functions', '') + config = { + 'tango': {'host': values['tango_host'], 'port': parse_int_safe(values['tango_port'], 9094)}, 'mcp': { 'name': values['name'], 'transport': values['transport'], 'http_host': values['http_host'], - 'http_port': int(values['http_port']), + 'http_port': parse_int_safe(values['http_port'], 8000), 'data_device_address': values['data_device_address'], 'quiet': values['quiet'], 'blocked_classes': [item.strip() for item in values['blocked_classes'].split(',') if item.strip()], 'blocked_functions': blocked_functions or {}, }, } + if include_only_raw.strip(): + config['mcp']['include_only_functions'] = [item.strip() for item in include_only_raw.split(',') if item.strip()] + return config class McpGui(QMainWindow): def __init__(self): super().__init__() self.setWindowTitle('Asyncroscopy MCP Startup') - self.resize(1080, 720) + self.resize(1280, 960) + self.setMinimumSize(880, 560) self.command = ManagedCommand(self.enqueue_output, self.process_done) + self.badge_error = False self.default_config = load_yaml(DEFAULT_CONFIG_PATH) self.inputs: dict[str, QLineEdit | QComboBox | QCheckBox] = {} self.build() + # Default to the digital twin regardless of what host the config file + # names, so a fresh launch never points at the real instrument. + self.apply_host_preset(DIGITAL_TWIN_HOST) self.refresh_yaml() def build(self) -> None: - self.setFont(BODY_FONT) + apply_theme(self) root = QSplitter(VERTICAL) top = QSplitter(HORIZONTAL) + configure_splitter(root) + configure_splitter(top) controls = QWidget() preview = QWidget() terminal = QWidget() + # The controls pane scrolls, so collapsing a section never stretches the + # remaining fields and the terminal keeps whatever height it was given. root.addWidget(top) root.addWidget(terminal) - top.addWidget(controls) + top.addWidget(scrollable(controls)) top.addWidget(preview) - root.setSizes([500, 220]) - top.setSizes([500, 580]) - self.setCentralWidget(root) + top.setStretchFactor(0, 0) + top.setStretchFactor(1, 1) + root.setStretchFactor(0, 0) + root.setStretchFactor(1, 1) + root.setSizes([400, 560]) + top.setSizes([620, 640]) + container = QWidget() + container.setObjectName('appRoot') + wrapper = QVBoxLayout(container) + wrapper.setContentsMargins(14, 14, 14, 14) + wrapper.addWidget(root) + self.setCentralWidget(container) self.build_controls(controls) self.build_preview(preview) @@ -89,18 +123,30 @@ def build(self) -> None: def build_controls(self, parent: QWidget) -> None: layout = QVBoxLayout(parent) + layout.setContentsMargins(0, 0, 12, 0) + layout.setSpacing(10) + title_row = QHBoxLayout() + title_row.setSpacing(10) title = QLabel('Asyncroscopy MCP Startup') title.setFont(TITLE_FONT) - layout.addWidget(title) + title_row.addWidget(title) + self.tool_badge = tool_count_badge() + title_row.addWidget(self.tool_badge) + title_row.addStretch() + self.host_toggle = HostToggle(self.apply_host_preset) + title_row.addWidget(self.host_toggle) + layout.addLayout(title_row) tango = self.default_config['tango'] - database = self.section('Database') + database = self.section('Database', expanded=False) self.add_row(database, 'Tango host', self.line_input('tango_host', tango.get('host', 'localhost'))) + self.inputs['tango_host'].textChanged.connect(self.sync_host_toggle) self.add_row(database, 'Tango port', self.line_input('tango_port', tango.get('port', 9094))) layout.addWidget(database) + self.sync_host_toggle() mcp = self.default_config['mcp'] - mcp_server = self.section('MCP server') + mcp_server = self.section('MCP server', expanded=False) self.add_row(mcp_server, 'Name', self.line_input('name', mcp.get('name', 'Spectra300_MCP'))) transport = QComboBox() transport.addItems(['streamable-http']) @@ -111,27 +157,29 @@ def build_controls(self, parent: QWidget) -> None: self.add_row(mcp_server, 'HTTP host', self.line_input('http_host', mcp.get('http_host', '127.0.0.1'))) self.add_row(mcp_server, 'HTTP port', self.line_input('http_port', mcp.get('http_port', 8000))) quiet = self.check_input('quiet', 'Quiet mode', bool(mcp.get('quiet', True))) - mcp_server.layout().addRow('', quiet) + mcp_server.form.addRow('', quiet) layout.addWidget(mcp_server) - data_access = self.section('Data access') + data_access = self.section('Data access', expanded=False) self.add_row(data_access, 'DATA device', self.line_input('data_device_address', mcp.get('data_device_address', 'asyncroscopy/data/default'))) layout.addWidget(data_access) - access_control = self.section('Access control') + access_control = self.section('Access control', expanded=False) self.add_row(access_control, 'Blocked classes', self.line_input('blocked_classes', ', '.join(mcp.get('blocked_classes', [])))) - blocked_label = QLabel('Blocked functions YAML') - blocked_label.setFont(BODY_FONT) - access_control.layout().addRow(blocked_label) + self.add_row(access_control, 'Include only functions', self.line_input('include_only_functions', ', '.join(mcp.get('include_only_functions', [])))) + blocked_label = section_label('Blocked functions YAML') + access_control.form.addRow(blocked_label) self.blocked_functions = QTextEdit() self.blocked_functions.setFont(TEXT_FONT) self.blocked_functions.setLineWrapMode(NO_WRAP) + self.blocked_functions.setMinimumHeight(120) self.blocked_functions.setPlainText(yaml.safe_dump(mcp.get('blocked_functions', {}), sort_keys=False)) self.blocked_functions.textChanged.connect(self.refresh_yaml) - access_control.layout().addRow(self.blocked_functions) + access_control.form.addRow(self.blocked_functions) layout.addWidget(access_control) actions = QHBoxLayout() + actions.setSpacing(8) start = action_button('Start', '#1f7a35', '#2ea043') stop = action_button('Stop', '#b42318', '#dc2626') load = QPushButton('Load config file') @@ -142,15 +190,16 @@ def build_controls(self, parent: QWidget) -> None: save.clicked.connect(self.save_config) for button in (start, stop, load, save): button.setFont(BODY_FONT) + button.setMinimumHeight(40) actions.addWidget(button) layout.addLayout(actions) layout.addStretch() def build_preview(self, parent: QWidget) -> None: layout = QVBoxLayout(parent) - label = QLabel('Configuration (.yaml)') - label.setFont(SECTION_FONT) - layout.addWidget(label) + layout.setContentsMargins(12, 0, 0, 0) + layout.setSpacing(6) + layout.addWidget(section_label('Configuration (.yaml)')) self.yaml_preview = QTextEdit() self.yaml_preview.setFont(TEXT_FONT) self.yaml_preview.setReadOnly(True) @@ -159,21 +208,18 @@ def build_preview(self, parent: QWidget) -> None: def build_terminal(self, parent: QWidget) -> None: layout = QVBoxLayout(parent) - label = QLabel('Terminal output') - label.setFont(SECTION_FONT) - layout.addWidget(label) + layout.setContentsMargins(0, 10, 0, 0) + layout.setSpacing(6) + layout.addWidget(section_label('Terminal output')) self.output = QTextEdit() configure_terminal(self.output) layout.addWidget(self.output) - def section(self, title: str) -> QGroupBox: - group = QGroupBox(title) - group.setFont(SECTION_FONT) - group.setLayout(QFormLayout()) - return group + def section(self, title: str, layout_cls=QFormLayout, expanded: bool = True) -> CollapsibleSection: + return CollapsibleSection(title, layout_cls=layout_cls, expanded=expanded) - def add_row(self, group: QGroupBox, label: str, widget: QWidget) -> None: - group.layout().addRow(label, widget) + def add_row(self, group: CollapsibleSection, label: str, widget: QWidget) -> None: + group.form.addRow(label, widget) def line_input(self, key: str, value) -> QLineEdit: widget = QLineEdit(str(value)) @@ -182,12 +228,21 @@ def line_input(self, key: str, value) -> QLineEdit: return widget def check_input(self, key: str, label: str, checked: bool) -> QCheckBox: - widget = QCheckBox(label) + widget = CheckBox(label) widget.setChecked(checked) widget.stateChanged.connect(self.refresh_yaml) self.inputs[key] = widget return widget + def apply_host_preset(self, host: str) -> None: + self.inputs['tango_host'].setText(host) + + def sync_host_toggle(self) -> None: + """Reflect whether the Tango host field currently matches a known preset.""" + host = self.inputs['tango_host'].text() + key = {DIGITAL_TWIN_HOST: 'digital_twin', SPECTRA300_HOST: 'spectra300'}.get(host) + self.host_toggle.set_active(key) + def current_config(self) -> dict: values = { 'tango_host': self.inputs['tango_host'].text(), @@ -199,6 +254,7 @@ def current_config(self) -> dict: 'data_device_address': self.inputs['data_device_address'].text(), 'quiet': self.inputs['quiet'].isChecked(), 'blocked_classes': self.inputs['blocked_classes'].text(), + 'include_only_functions': self.inputs['include_only_functions'].text() if 'include_only_functions' in self.inputs else '', 'blocked_functions': self.blocked_functions.toPlainText() if hasattr(self, 'blocked_functions') else '', } return mcp_config_from_values(values) @@ -208,8 +264,8 @@ def refresh_yaml(self) -> None: return try: self.yaml_preview.setPlainText(yaml_text(self.current_config())) - except yaml.YAMLError as exc: - self.yaml_preview.setPlainText(f'Invalid blocked_functions YAML: {exc}') + except (ValueError, yaml.YAMLError) as exc: + self.yaml_preview.setPlainText(f'Invalid configuration values or YAML: {exc}') def save_config(self) -> None: path, _ = QFileDialog.getSaveFileName(self, 'Save config', str(CONFIG_DIR / 'mcp_config.yaml'), 'YAML (*.yaml *.yml);;All files (*)') @@ -233,19 +289,36 @@ def read_config(self) -> None: self.inputs['data_device_address'].setText(mcp.get('data_device_address', 'asyncroscopy/data/default')) self.inputs['quiet'].setChecked(bool(mcp.get('quiet', True))) self.inputs['blocked_classes'].setText(', '.join(mcp.get('blocked_classes', []))) + if 'include_only_functions' in self.inputs: + self.inputs['include_only_functions'].setText(', '.join(mcp.get('include_only_functions', []))) self.blocked_functions.setPlainText(yaml.safe_dump(mcp.get('blocked_functions', {}), sort_keys=False)) self.refresh_yaml() self.enqueue_output(f'Loaded {path}\n') def start(self) -> None: + self.badge_error = False + set_tool_count_badge(self.tool_badge, None) config_path = write_yaml(GENERATED_CONFIG_PATH, self.current_config()) self.command.start(['uv', 'run', 'python', '-u', 'startup_scripts/run_mcp.py', '--yaml', str(config_path)]) def enqueue_output(self, text: str) -> None: append_terminal_text(self.output, text) + error_match = MCP_ERROR_PATTERN.search(text) + if error_match: + self.badge_error = True + message = error_match.group(1) + set_tool_count_badge(self.tool_badge, None, error='port in use' if 'in use' in message else 'server error') + return + match = TOOL_COUNT_PATTERN.search(text) + if match: + set_tool_count_badge(self.tool_badge, int(match.group(1))) def process_done(self, returncode: int | None) -> None: self.enqueue_output(f'\nProcess exited with return code {returncode}.\n') + # A dead server serves no tools; drop any stale count but keep an error + # badge visible so the failure reason is not lost. + if not self.badge_error: + set_tool_count_badge(self.tool_badge, None) if __name__ == '__main__': diff --git a/startup_guis/qt_compat.py b/startup_guis/qt_compat.py index b31e2d42..e3703b03 100644 --- a/startup_guis/qt_compat.py +++ b/startup_guis/qt_compat.py @@ -9,10 +9,14 @@ try: if QT_API_ENV == 'pyqt5': raise ImportError('PyQt5 requested by ASYNCROSCOPY_QT_API') - from PyQt6.QtCore import QObject as QObject, Qt as Qt, pyqtSignal as pyqtSignal + from PyQt6.QtCore import QObject as QObject, QPointF as QPointF, Qt as Qt, pyqtSignal as pyqtSignal from PyQt6.QtGui import ( QColor as QColor, QFont as QFont, + QPainter as QPainter, + QPainterPath as QPainterPath, + QPalette as QPalette, + QPen as QPen, QTextCharFormat as QTextCharFormat, QTextCursor as QTextCursor, ) @@ -22,6 +26,7 @@ QComboBox as QComboBox, QFileDialog as QFileDialog, QFormLayout as QFormLayout, + QFrame as QFrame, QGridLayout as QGridLayout, QGroupBox as QGroupBox, QHBoxLayout as QHBoxLayout, @@ -29,7 +34,11 @@ QLineEdit as QLineEdit, QMainWindow as QMainWindow, QPushButton as QPushButton, + QScrollArea as QScrollArea, + QSizePolicy as QSizePolicy, QSplitter as QSplitter, + QStyle as QStyle, + QStyleOptionButton as QStyleOptionButton, QTextEdit as QTextEdit, QVBoxLayout as QVBoxLayout, QWidget as QWidget, @@ -42,15 +51,33 @@ MOVE_END = QTextCursor.MoveOperation.End NO_WRAP = QTextEdit.LineWrapMode.NoWrap FONT_BOLD = QFont.Weight.Bold + FONT_MEDIUM = QFont.Weight.Medium + MONOSPACE_HINT = QFont.StyleHint.Monospace + NO_FRAME = QFrame.Shape.NoFrame + SCROLLBAR_AS_NEEDED = Qt.ScrollBarPolicy.ScrollBarAsNeeded + SCROLLBAR_OFF = Qt.ScrollBarPolicy.ScrollBarAlwaysOff + FIELDS_STAY_AT_SIZE_HINT = QFormLayout.FieldGrowthPolicy.AllNonFixedFieldsGrow + SE_CHECKBOX_INDICATOR = QStyle.SubElement.SE_CheckBoxIndicator + PEN_CAP_ROUND = Qt.PenCapStyle.RoundCap + PEN_JOIN_ROUND = Qt.PenJoinStyle.RoundJoin + RENDER_HINT_ANTIALIASING = QPainter.RenderHint.Antialiasing + PALETTE_WINDOW_ROLE = QPalette.ColorRole.Window def app_exec(app: QApplication) -> int: return app.exec() + def window_palette_color(app: QApplication) -> QColor: + return app.palette().color(PALETTE_WINDOW_ROLE) + except ImportError: - from PyQt5.QtCore import QObject as QObject, Qt as Qt, pyqtSignal as pyqtSignal + from PyQt5.QtCore import QObject as QObject, QPointF as QPointF, Qt as Qt, pyqtSignal as pyqtSignal from PyQt5.QtGui import ( QColor as QColor, QFont as QFont, + QPainter as QPainter, + QPainterPath as QPainterPath, + QPalette as QPalette, + QPen as QPen, QTextCharFormat as QTextCharFormat, QTextCursor as QTextCursor, ) @@ -60,6 +87,7 @@ def app_exec(app: QApplication) -> int: QComboBox as QComboBox, QFileDialog as QFileDialog, QFormLayout as QFormLayout, + QFrame as QFrame, QGridLayout as QGridLayout, QGroupBox as QGroupBox, QHBoxLayout as QHBoxLayout, @@ -67,7 +95,11 @@ def app_exec(app: QApplication) -> int: QLineEdit as QLineEdit, QMainWindow as QMainWindow, QPushButton as QPushButton, + QScrollArea as QScrollArea, + QSizePolicy as QSizePolicy, QSplitter as QSplitter, + QStyle as QStyle, + QStyleOptionButton as QStyleOptionButton, QTextEdit as QTextEdit, QVBoxLayout as QVBoxLayout, QWidget as QWidget, @@ -80,6 +112,20 @@ def app_exec(app: QApplication) -> int: MOVE_END = QTextCursor.End NO_WRAP = QTextEdit.NoWrap FONT_BOLD = QFont.Bold + FONT_MEDIUM = QFont.Medium + MONOSPACE_HINT = QFont.Monospace + NO_FRAME = QFrame.NoFrame + SCROLLBAR_AS_NEEDED = Qt.ScrollBarAsNeeded + SCROLLBAR_OFF = Qt.ScrollBarAlwaysOff + FIELDS_STAY_AT_SIZE_HINT = QFormLayout.AllNonFixedFieldsGrow + SE_CHECKBOX_INDICATOR = QStyle.SE_CheckBoxIndicator + PEN_CAP_ROUND = Qt.RoundCap + PEN_JOIN_ROUND = Qt.RoundJoin + RENDER_HINT_ANTIALIASING = QPainter.Antialiasing + PALETTE_WINDOW_ROLE = QPalette.Window def app_exec(app: QApplication) -> int: return app.exec_() + + def window_palette_color(app: QApplication) -> QColor: + return app.palette().color(PALETTE_WINDOW_ROLE) diff --git a/startup_guis/server_gui.py b/startup_guis/server_gui.py index 65d886fd..e2817dda 100644 --- a/startup_guis/server_gui.py +++ b/startup_guis/server_gui.py @@ -11,30 +11,30 @@ # Import Qt through qt_compat so this GUI can use PyQt6 normally and PyQt5 on # legacy Windows 10 systems that cannot load Qt6. -from startup_guis.qt_compat import ( # noqa: E402 - VERTICAL, - QApplication, - QCheckBox, - QComboBox, - QFileDialog, - QFormLayout, - QGridLayout, - QGroupBox, - QHBoxLayout, - QLabel, - QLineEdit, - QMainWindow, - QPushButton, - QSplitter, - QTextEdit, - QVBoxLayout, - QWidget, - app_exec, -) -from startup_guis.shared import BODY_FONT, CONFIG_DIR, GENERATED_CONFIG_DIR, SECTION_FONT, TITLE_FONT, ManagedCommand, action_button, append_terminal_text, configure_terminal, load_yaml, write_yaml # noqa: E402 - - -DEFAULT_CONFIG_PATH = CONFIG_DIR / 'Spectra300.yaml' +from startup_guis.qt_compat import ( # noqa: E402 + POINTING_HAND_CURSOR, + VERTICAL, + QApplication, + QCheckBox, + QComboBox, + QFileDialog, + QFormLayout, + QGridLayout, + QHBoxLayout, + QLabel, + QLineEdit, + QMainWindow, + QPushButton, + QSplitter, + QTextEdit, + QVBoxLayout, + QWidget, + app_exec, +) +from startup_guis.shared import BODY_FONT, CONFIG_DIR, GENERATED_CONFIG_DIR, TITLE_FONT, CheckBox, CollapsibleSection, ManagedCommand, action_button, append_terminal_text, apply_theme, configure_splitter, configure_terminal, load_yaml, scrollable, section_label, write_yaml # noqa: E402 + + +DEFAULT_CONFIG_PATH = CONFIG_DIR / 'DigitalTwin.yaml' GENERATED_CONFIG_PATH = GENERATED_CONFIG_DIR / 'server_gui.yaml' DEVICE_MODULES = { 'aperture': 'asyncroscopy.instruments.electron_microscope.hardware.aperture_autoscript', @@ -120,8 +120,9 @@ def server_config_from_values(values: dict) -> dict: class ServerGui(QMainWindow): def __init__(self): super().__init__() - self.setWindowTitle('Asyncroscopy Server Startup') - self.resize(800, 600) + self.setWindowTitle('Asyncroscopy Server Startup') + self.resize(1020, 960) + self.setMinimumSize(720, 560) self.command = ManagedCommand(self.enqueue_output, self.process_done) self.default_config = load_yaml(DEFAULT_CONFIG_PATH) self.device_config = self.default_config.get('devices', {}) @@ -129,129 +130,119 @@ def __init__(self): self.device_checks: dict[str, QCheckBox] = {} self.build() - def build(self) -> None: - self.setFont(BODY_FONT) - root = QSplitter(VERTICAL) - controls = QWidget() - terminal = QWidget() - root.addWidget(controls) - root.addWidget(terminal) - root.setSizes([400, 200]) - self.setCentralWidget(root) - - self.build_controls(controls) - self.build_terminal(terminal) - - def build_controls(self, parent: QWidget) -> None: - layout = QVBoxLayout(parent) - title_layout = QHBoxLayout() - title = QLabel('Asyncroscopy Server Startup') - title.setFont(TITLE_FONT) - title_layout.addWidget(title) - title_layout.addStretch() - self.config_combo = QComboBox() - title_layout.addWidget(self.config_combo) - layout.addLayout(title_layout) - - database = self.section('Database') - self.add_row(database, 'Tango host', self.line_input('tango_host', self.default_config['tango'].get('host', 'localhost'))) - self.add_row(database, 'Tango port', self.line_input('tango_port', self.default_config['tango'].get('port', 9094))) - reset_database = self.check_input('reset_database_file', 'Delete tango_database.db before start', bool(self.default_config['tango'].get('reset_database_file', False))) - database.layout().addRow('', reset_database) - layout.addWidget(database) - - instrument = self.section('Instrument') - default_instrument = self.default_config['instrument'] - self.add_row(instrument, 'Instrument file', self.path_input('instrument_file', default_instrument.get('file', INSTRUMENT_FILES[0]), files=INSTRUMENT_FILES)) - self.add_row(instrument, 'Hardware host', self.line_input('hardware_host', default_instrument.get('hardware_host', ''))) - self.add_row(instrument, 'Hardware port', self.line_input('hardware_port', default_instrument.get('hardware_port', 9095))) - self.add_row(instrument, 'Timeout (seconds)', self.line_input('hardware_timeout_seconds', default_instrument.get('timeout_seconds', 120))) - self.add_row(instrument, 'Device startup timeout', self.line_input('device_timeout_seconds', self.default_config.get('device_timeout_seconds', 120))) - layout.addWidget(instrument) - - tiled = self.default_config['tiled'] - - data_server_container = QWidget() - data_server_layout = QVBoxLayout(data_server_container) - data_server_layout.setContentsMargins(0, 0, 0, 0) - - data_server_header = QPushButton('▼ Data server') - data_server_header.setFlat(True) - data_server_header.setFont(SECTION_FONT) - data_server_layout.addWidget(data_server_header) - - data_server = self.section('') - data_server.setStyleSheet("QGroupBox { border: none; padding-top: 0px; margin-top: 0px; }") - self.add_row(data_server, 'Tiled host', self.line_input('tiled_host', tiled.get('host', 'localhost'))) - self.add_row(data_server, 'Tiled port', self.line_input('tiled_port', tiled.get('port', 9091))) - self.add_row(data_server, 'Acquisition dir', self.path_input('acquisition_dir', tiled.get('acquisition_dir', 'outputs/tiled_acquisitions'), directory=True)) - autostart = self.check_input('tiled_autostart', 'Start Tiled HTTP server', bool(tiled.get('autostart', True))) - data_server.layout().addRow('', autostart) - register_on_startup = self.check_input( - 'tiled_register_on_startup', - 'Register acquisition directory on startup (slow for large folders)', - bool(tiled.get('register_on_startup', False)), - ) - data_server.layout().addRow('', register_on_startup) - data_server.setHidden(True) - data_server_layout.addWidget(data_server) - - def toggle_data_server(): - is_hidden = data_server.isHidden() - data_server.setHidden(not is_hidden) - data_server_header.setText(('▼ ' if is_hidden else '► ') + 'Data server') - - data_server_header.clicked.connect(toggle_data_server) - layout.addWidget(data_server_container) - - devices = QGroupBox('Devices') - devices.setFont(SECTION_FONT) - device_grid = QGridLayout(devices) - for index, key in enumerate(DEVICE_MODULES): - checkbox = QCheckBox(key) - checkbox.setChecked(key in self.device_config) - checkbox.stateChanged.connect(self.refresh_yaml) - self.device_checks[key] = checkbox - device_grid.addWidget(checkbox, index // 3, index % 3) - layout.addWidget(devices) - - actions = QHBoxLayout() - start = action_button('Start', '#1f7a35', '#2ea043') - stop = action_button('Stop', '#b42318', '#dc2626') - load = QPushButton('Load config file') - save = QPushButton('Save current config') - start.clicked.connect(self.start) - stop.clicked.connect(self.command.stop) - load.clicked.connect(self.read_config) - save.clicked.connect(self.save_config) - for button in (start, stop, load, save): - button.setFont(BODY_FONT) - actions.addWidget(button) - layout.addLayout(actions) - layout.addStretch() - - config_files = sorted([p.name for p in CONFIG_DIR.glob('*.yaml')] + [p.name for p in CONFIG_DIR.glob('*.yml')]) - self.config_combo.addItems(config_files) - self.config_combo.setCurrentText(DEFAULT_CONFIG_PATH.name) - self.config_combo.currentTextChanged.connect(self.config_changed) - - def build_terminal(self, parent: QWidget) -> None: - layout = QVBoxLayout(parent) - label = QLabel('Terminal output') - label.setFont(SECTION_FONT) - layout.addWidget(label) - self.output = QTextEdit() - configure_terminal(self.output) - layout.addWidget(self.output) - - def section(self, title: str) -> QGroupBox: - group = QGroupBox(title) - group.setFont(SECTION_FONT) - group.setLayout(QFormLayout()) - return group - - def add_row(self, group: QGroupBox, label: str, widget: QWidget) -> None: - group.layout().addRow(label, widget) + def build(self) -> None: + apply_theme(self) + root = QSplitter(VERTICAL) + configure_splitter(root) + controls = QWidget() + terminal = QWidget() + # The controls pane scrolls, so collapsing a section never stretches the + # remaining fields and the terminal keeps whatever height it was given. + root.addWidget(scrollable(controls)) + root.addWidget(terminal) + root.setStretchFactor(0, 0) + root.setStretchFactor(1, 1) + root.setSizes([380, 580]) + container = QWidget() + container.setObjectName('appRoot') + wrapper = QVBoxLayout(container) + wrapper.setContentsMargins(14, 14, 14, 14) + wrapper.addWidget(root) + self.setCentralWidget(container) + + self.build_controls(controls) + self.build_terminal(terminal) + + def build_controls(self, parent: QWidget) -> None: + layout = QVBoxLayout(parent) + layout.setContentsMargins(0, 0, 12, 0) + layout.setSpacing(10) + title_layout = QHBoxLayout() + title = QLabel('Asyncroscopy Server Startup') + title.setFont(TITLE_FONT) + title_layout.addWidget(title) + title_layout.addStretch() + self.config_combo = QComboBox() + self.config_combo.setMinimumWidth(220) + title_layout.addWidget(self.config_combo) + layout.addLayout(title_layout) + + database = self.section('Database', expanded=False) + self.add_row(database, 'Tango host', self.line_input('tango_host', self.default_config['tango'].get('host', 'localhost'))) + self.add_row(database, 'Tango port', self.line_input('tango_port', self.default_config['tango'].get('port', 9094))) + reset_database = self.check_input('reset_database_file', 'Delete tango_database.db before start', bool(self.default_config['tango'].get('reset_database_file', False))) + database.form.addRow('', reset_database) + layout.addWidget(database) + + instrument = self.section('Instrument', expanded=False) + default_instrument = self.default_config['instrument'] + self.add_row(instrument, 'Hardware host', self.line_input('hardware_host', default_instrument.get('hardware_host', ''))) + self.add_row(instrument, 'Hardware port', self.line_input('hardware_port', default_instrument.get('hardware_port', 9095))) + self.add_row(instrument, 'Timeout (seconds)', self.line_input('hardware_timeout_seconds', default_instrument.get('timeout_seconds', 120))) + self.add_row(instrument, 'Device startup timeout', self.line_input('device_timeout_seconds', self.default_config.get('device_timeout_seconds', 120))) + layout.addWidget(instrument) + + tiled = self.default_config['tiled'] + + data_server = self.section('Data server', expanded=False) + self.add_row(data_server, 'Tiled host', self.line_input('tiled_host', tiled.get('host', 'localhost'))) + self.add_row(data_server, 'Tiled port', self.line_input('tiled_port', tiled.get('port', 9091))) + self.add_row(data_server, 'Acquisition dir', self.path_input('acquisition_dir', tiled.get('acquisition_dir', 'outputs/tiled_acquisitions'), directory=True)) + autostart = self.check_input('tiled_autostart', 'Start Tiled HTTP server', bool(tiled.get('autostart', True))) + data_server.form.addRow('', autostart) + register_on_startup = self.check_input( + 'tiled_register_on_startup', + 'Register acquisition directory on startup (slow for large folders)', + bool(tiled.get('register_on_startup', False)), + ) + data_server.form.addRow('', register_on_startup) + layout.addWidget(data_server) + + devices = self.section('Devices', layout_cls=QGridLayout, expanded=False) + for index, key in enumerate(DEVICE_MODULES): + checkbox = CheckBox(key) + checkbox.setChecked(key in self.device_config) + checkbox.stateChanged.connect(self.refresh_yaml) + self.device_checks[key] = checkbox + devices.form.addWidget(checkbox, index // 3, index % 3) + layout.addWidget(devices) + + actions = QHBoxLayout() + actions.setSpacing(8) + start = action_button('Start', '#1f7a35', '#2ea043') + stop = action_button('Stop', '#b42318', '#dc2626') + load = QPushButton('Load config file') + save = QPushButton('Save current config') + start.clicked.connect(self.start) + stop.clicked.connect(self.command.stop) + load.clicked.connect(self.read_config) + save.clicked.connect(self.save_config) + for button in (start, stop, load, save): + button.setFont(BODY_FONT) + button.setMinimumHeight(40) + actions.addWidget(button) + layout.addLayout(actions) + layout.addStretch() + + config_files = sorted([p.name for p in CONFIG_DIR.glob('*.yaml')] + [p.name for p in CONFIG_DIR.glob('*.yml')]) + self.config_combo.addItems(config_files) + self.config_combo.setCurrentText(DEFAULT_CONFIG_PATH.name) + self.config_combo.currentTextChanged.connect(self.config_changed) + + def build_terminal(self, parent: QWidget) -> None: + layout = QVBoxLayout(parent) + layout.setContentsMargins(0, 10, 0, 0) + layout.setSpacing(6) + layout.addWidget(section_label('Terminal output')) + self.output = QTextEdit() + configure_terminal(self.output) + layout.addWidget(self.output) + + def section(self, title: str, layout_cls=QFormLayout, expanded: bool = True) -> CollapsibleSection: + return CollapsibleSection(title, layout_cls=layout_cls, expanded=expanded) + + def add_row(self, group: CollapsibleSection, label: str, widget: QWidget) -> None: + group.form.addRow(label, widget) def line_input(self, key: str, value) -> QLineEdit: widget = QLineEdit(str(value)) @@ -259,26 +250,28 @@ def line_input(self, key: str, value) -> QLineEdit: self.inputs[key] = widget return widget - def check_input(self, key: str, label: str, checked: bool) -> QCheckBox: - widget = QCheckBox(label) - widget.setChecked(checked) - widget.stateChanged.connect(self.refresh_yaml) - self.inputs[key] = widget - return widget + def check_input(self, key: str, label: str, checked: bool) -> QCheckBox: + widget = CheckBox(label) + widget.setChecked(checked) + widget.stateChanged.connect(self.refresh_yaml) + self.inputs[key] = widget + return widget def path_input(self, key: str, value, files: list[str] | None = None, directory: bool = False) -> QWidget: - row = QWidget() - layout = QHBoxLayout(row) - layout.setContentsMargins(0, 0, 0, 0) - combo = QComboBox() - combo.setEditable(True) - combo.addItems(files or [str(value)]) - combo.setCurrentText(project_path_text(value)) - combo.currentTextChanged.connect(self.refresh_yaml) - browse = QPushButton('Browse') - browse.clicked.connect(lambda: self.browse_path(combo, directory)) - layout.addWidget(combo) - layout.addWidget(browse) + row = QWidget() + layout = QHBoxLayout(row) + layout.setContentsMargins(0, 0, 0, 0) + layout.setSpacing(6) + combo = QComboBox() + combo.setEditable(True) + combo.addItems(files or [str(value)]) + combo.setCurrentText(project_path_text(value)) + combo.currentTextChanged.connect(self.refresh_yaml) + browse = QPushButton('Browse') + browse.setCursor(POINTING_HAND_CURSOR) + browse.clicked.connect(lambda: self.browse_path(combo, directory)) + layout.addWidget(combo, 1) + layout.addWidget(browse, 0) self.inputs[key] = combo return row @@ -304,10 +297,10 @@ def set_input_text(self, key: str, value) -> None: return widget.setText(text) - def current_config(self) -> dict: - values = { - 'instrument_file': self.input_text('instrument_file'), - 'hardware_host': self.input_text('hardware_host'), + def current_config(self) -> dict: + values = { + 'instrument_file': project_path_text(self.default_config['instrument'].get('file', INSTRUMENT_FILES[0])), + 'hardware_host': self.input_text('hardware_host'), 'hardware_port': self.input_text('hardware_port'), 'hardware_timeout_seconds': self.input_text('hardware_timeout_seconds'), 'tango_host': self.input_text('tango_host'), @@ -342,11 +335,10 @@ def load_config_from_path(self, path: Path | str) -> None: config = load_yaml(Path(path)) self.default_config = config self.device_config = config.get('devices', {}) - instrument = config.get('instrument', {}) - tango = config.get('tango', {}) - tiled = config.get('tiled', {}) - self.set_input_text('instrument_file', instrument.get('file', INSTRUMENT_FILES[0])) - self.set_input_text('hardware_host', instrument.get('hardware_host', '')) + instrument = config.get('instrument', {}) + tango = config.get('tango', {}) + tiled = config.get('tiled', {}) + self.set_input_text('hardware_host', instrument.get('hardware_host', '')) self.set_input_text('hardware_port', instrument.get('hardware_port', '')) self.set_input_text('hardware_timeout_seconds', instrument.get('timeout_seconds', 120)) self.set_input_text('tango_host', tango.get('host', 'localhost')) diff --git a/startup_guis/shared.py b/startup_guis/shared.py index 1fcb1343..b6b34300 100644 --- a/startup_guis/shared.py +++ b/startup_guis/shared.py @@ -4,6 +4,7 @@ import re import signal import subprocess +import sys import threading from pathlib import Path from typing import Callable @@ -11,27 +12,139 @@ import yaml from startup_guis.qt_compat import ( + FIELDS_STAY_AT_SIZE_HINT, FONT_BOLD, + FONT_MEDIUM, + MONOSPACE_HINT, MOVE_END, + NO_FRAME, + PEN_CAP_ROUND, + PEN_JOIN_ROUND, POINTING_HAND_CURSOR, + RENDER_HINT_ANTIALIASING, + SCROLLBAR_AS_NEEDED, + SE_CHECKBOX_INDICATOR, + QApplication, + QCheckBox, QColor, QFont, + QFormLayout, + QHBoxLayout, + QLabel, QObject, + QPainter, + QPainterPath, + QPen, + QPointF, QPushButton, + QScrollArea, + QSplitter, + QStyleOptionButton, QTextCharFormat, QTextEdit, + QVBoxLayout, + QWidget, pyqtSignal, + window_palette_color, ) PROJECT_DIR = Path(__file__).resolve().parents[1] CONFIG_DIR = PROJECT_DIR / 'configs' GENERATED_CONFIG_DIR = PROJECT_DIR / 'outputs' / 'startup_configs' -BODY_FONT = QFont('Arial', 15) -TITLE_FONT = QFont('Arial', 24, FONT_BOLD) -SECTION_FONT = QFont('Arial', 18, FONT_BOLD) -TEXT_FONT = QFont('Menlo', 16) -ACTION_FONT = QFont('Arial', 18, FONT_BOLD) + +# Two palettes shared by every startup GUI, so the windows read as one app and +# follow whichever appearance (light/dark) the OS is currently set to. +DARK_COLORS = { + 'window': '#0f1319', + 'panel': '#161b22', + 'panel_hover': '#1c232c', + 'field': '#0d1117', + 'border': '#2b3440', + 'border_strong': '#3d4854', + 'text': '#e6edf3', + 'text_dim': '#8b98a5', + 'accent': '#58a6ff', + 'danger': '#f85149', + 'check_mark': '#0b0f14', + 'terminal_bg': '#0b0f14', + 'terminal_text': '#c9d1d9', +} +LIGHT_COLORS = { + 'window': '#f5f6f8', + 'panel': '#ffffff', + 'panel_hover': '#eef0f3', + 'field': '#ffffff', + 'border': '#d0d7de', + 'border_strong': '#aeb7c2', + 'text': '#1f2328', + 'text_dim': '#59636e', + 'accent': '#0969da', + 'danger': '#b42318', + 'check_mark': '#ffffff', + # The terminal keeps its console-style dark background in both themes, so + # output stays readable regardless of the surrounding chrome. + 'terminal_bg': '#0b0f14', + 'terminal_text': '#c9d1d9', +} +# Mutated in place by apply_theme() once the system appearance is known, so +# every helper below (which reads COLORS at call time) picks up the right set. +COLORS = dict(DARK_COLORS) + + +def system_is_dark() -> bool: + """Best-effort detection of the OS light/dark appearance setting.""" + app = QApplication.instance() + if app is None: + return True + return window_palette_color(app).lightness() < 128 + + +def _mono_family() -> str: + if sys.platform == 'darwin': + return 'Menlo' + if os.name == 'nt': + return 'Consolas' + return 'DejaVu Sans Mono' + + +def _ui_font(size: int, weight=None) -> QFont: + # An empty family string leaves Qt on the platform's own UI font (SF on + # macOS, Segoe UI on Windows), which is what makes the window look native. + font = QFont() + font.setPointSize(size) + if weight is not None: + font.setWeight(weight) + return font + + +def _font(name: str) -> QFont: + # Fonts are built lazily (rather than as module-level constants) because + # QFont requires a QApplication to already exist; callers only need them + # once the app is up. + if name == 'BODY_FONT': + return _ui_font(14) + if name == 'TITLE_FONT': + return _ui_font(21, FONT_BOLD) + if name == 'SECTION_FONT': + return _ui_font(15, FONT_MEDIUM) + if name == 'LABEL_FONT': + return _ui_font(12, FONT_MEDIUM) + if name == 'TEXT_FONT': + font = QFont(_mono_family()) + font.setPointSize(13) + font.setStyleHint(MONOSPACE_HINT) + return font + if name == 'ACTION_FONT': + return _ui_font(15, FONT_BOLD) + raise AttributeError(name) + + +def __getattr__(name: str) -> QFont: + try: + return _font(name) + except AttributeError: + raise AttributeError(f"module '{__name__}' has no attribute '{name}'") from None OutputCallback = Callable[[str], None] DoneCallback = Callable[[int | None], None] @@ -52,25 +165,395 @@ def write_yaml(path: Path, config: dict) -> Path: return path +def app_stylesheet() -> str: + """The dark, flat style shared by the startup windows.""" + c = COLORS + return f''' + QMainWindow, QDialog, QWidget#appRoot {{ + background: {c['window']}; + }} + /* Panes stay transparent so only the window and the section cards paint a + background; otherwise nested containers punch dark holes in the cards. */ + QWidget {{ + background: transparent; + color: {c['text']}; + }} + QLabel[role="heading"] {{ + color: {c['text']}; + }} + QLabel[role="caption"] {{ + color: {c['text_dim']}; + }} + QLineEdit, QComboBox, QTextEdit, QAbstractSpinBox {{ + background: {c['field']}; + color: {c['text']}; + border: 1px solid {c['border']}; + border-radius: 6px; + padding: 6px 8px; + selection-background-color: {c['accent']}; + selection-color: #0b0f14; + }} + QLineEdit:hover, QComboBox:hover {{ + border-color: {c['border_strong']}; + }} + QLineEdit:focus, QComboBox:focus, QTextEdit:focus {{ + border-color: {c['accent']}; + }} + /* The drop-down button is left native: overriding it costs the arrow, and a + combo without an arrow is indistinguishable from a line edit. */ + QComboBox QAbstractItemView {{ + background: {c['panel']}; + color: {c['text']}; + border: 1px solid {c['border']}; + selection-background-color: {c['accent']}; + selection-color: #0b0f14; + outline: none; + }} + QPushButton {{ + background: {c['panel']}; + color: {c['text']}; + border: 1px solid {c['border']}; + border-radius: 6px; + padding: 7px 14px; + }} + QPushButton:hover {{ + background: {c['panel_hover']}; + border-color: {c['border_strong']}; + }} + QPushButton:pressed {{ + background: {c['field']}; + }} + QCheckBox {{ + background: transparent; + spacing: 8px; + }} + /* Qt ships no checkmark image we can reference from a stylesheet, so + checked state is a solid accent fill; the unchecked border is kept bright + enough to stay visible against the dark card. */ + QCheckBox::indicator {{ + width: 15px; + height: 15px; + border: 1px solid {c['text_dim']}; + border-radius: 4px; + background: {c['field']}; + }} + QCheckBox::indicator:hover {{ + border-color: {c['accent']}; + }} + QCheckBox::indicator:checked {{ + background: {c['accent']}; + border-color: {c['accent']}; + }} + /* The checkmark glyph itself is painted by CheckBox.paintEvent (Qt style + sheets can't reference an inline image), so the indicator only supplies + the filled square here. */ + QScrollArea {{ + border: none; + }} + QScrollBar:vertical {{ + background: transparent; + width: 10px; + margin: 0px; + }} + QScrollBar::handle:vertical {{ + background: {c['border_strong']}; + border-radius: 5px; + min-height: 32px; + }} + QScrollBar::handle:vertical:hover {{ + background: {c['text_dim']}; + }} + QScrollBar:horizontal {{ + background: transparent; + height: 10px; + margin: 0px; + }} + QScrollBar::handle:horizontal {{ + background: {c['border_strong']}; + border-radius: 5px; + min-width: 32px; + }} + QScrollBar::handle:horizontal:hover {{ + background: {c['text_dim']}; + }} + QScrollBar::add-line, QScrollBar::sub-line {{ + width: 0px; + height: 0px; + }} + QScrollBar::add-page, QScrollBar::sub-page {{ + background: transparent; + }} + ''' + + +def apply_theme(window: QWidget) -> None: + """Apply the shared palette and base font to a top-level window. + + The palette is picked from the OS appearance (light/dark) at call time, + so every startup GUI automatically matches the system theme. + """ + COLORS.clear() + COLORS.update(DARK_COLORS if system_is_dark() else LIGHT_COLORS) + window.setFont(_font('BODY_FONT')) + window.setStyleSheet(app_stylesheet()) + + +class CheckBox(QCheckBox): + """A QCheckBox that paints a checkmark glyph over the filled indicator. + + Qt's stylesheet engine can't reference an inline image for + QCheckBox::indicator, so a plain checked box only shows as a solid color + square; this subclass draws the checkmark on top with QPainter instead. + """ + + def paintEvent(self, event) -> None: # noqa: N802 (Qt override) + super().paintEvent(event) + if not self.isChecked(): + return + option = QStyleOptionButton() + self.initStyleOption(option) + rect = self.style().subElementRect(SE_CHECKBOX_INDICATOR, option, self) + painter = QPainter(self) + painter.setRenderHint(RENDER_HINT_ANTIALIASING) + pen = QPen(QColor(COLORS['check_mark'])) + pen.setWidthF(max(1.6, rect.width() * 0.16)) + pen.setCapStyle(PEN_CAP_ROUND) + pen.setJoinStyle(PEN_JOIN_ROUND) + painter.setPen(pen) + x, y, w, h = rect.x(), rect.y(), rect.width(), rect.height() + path = QPainterPath() + path.moveTo(QPointF(x + w * 0.22, y + h * 0.54)) + path.lineTo(QPointF(x + w * 0.42, y + h * 0.74)) + path.lineTo(QPointF(x + w * 0.80, y + h * 0.28)) + painter.drawPath(path) + painter.end() + + def action_button(text: str, color: str, active_color: str) -> QPushButton: button = QPushButton(text) - button.setFont(ACTION_FONT) + button.setFont(_font('ACTION_FONT')) button.setCursor(POINTING_HAND_CURSOR) + button.setMinimumHeight(40) button.setStyleSheet( 'QPushButton {' - f'background: {color}; color: white; border: 2px solid #222; padding: 12px 18px;' + f'background: {color}; color: #ffffff; border: 1px solid {color};' + 'border-radius: 6px; padding: 8px 18px;' + '}' + 'QPushButton:hover {' + f'background: {active_color}; border-color: {active_color};' '}' - 'QPushButton:hover, QPushButton:pressed {' - f'background: {active_color};' + 'QPushButton:pressed {' + f'background: {color}; border-color: {active_color};' '}' ) return button +def section_label(text: str) -> QLabel: + """A small, dimmed caption used above panes such as the terminal.""" + label = QLabel(text.upper()) + label.setFont(_font('LABEL_FONT')) + label.setStyleSheet(f'color: {COLORS["text_dim"]}; letter-spacing: 1px; background: transparent;') + return label + + +def tool_count_badge() -> QLabel: + """A small pill next to a server name; starts neutral until a live count is known.""" + label = QLabel('no tools yet') + label.setFont(_font('LABEL_FONT')) + set_tool_count_badge(label, None) + return label + + +def set_tool_count_badge(label: QLabel, count: int | None, error: str | None = None) -> None: + """Update a tool_count_badge() label. + + Pass None to reset to the not-yet-known state, or a short error string to + show a red failure state (e.g. 'port in use'). + """ + if error is not None: + label.setText(error) + color = border = COLORS['danger'] + else: + ready = count is not None + label.setText('no tools yet' if count is None else f'{count} tool{"" if count == 1 else "s"}') + color = COLORS['accent'] if ready else COLORS['text_dim'] + border = COLORS['accent'] if ready else COLORS['border_strong'] + label.setStyleSheet( + 'QLabel {' + f'color: {color}; border: 1px solid {border}; border-radius: 9px;' + 'padding: 1px 10px; background: transparent;' + '}' + ) + + +# The two Tango hosts this project's startup GUIs are actually pointed at day +# to day: the local digital-twin stack, and the real Spectra 300 instrument. +DIGITAL_TWIN_HOST = 'localhost' +SPECTRA300_HOST = '10.46.217.241' +HOST_PRESETS = {'digital_twin': DIGITAL_TWIN_HOST, 'spectra300': SPECTRA300_HOST} + + +class HostToggle(QWidget): + """A Digital Twin / Spectra300 segmented switch that sets host field(s) to a known-good preset. + + This only covers the Tango (and optionally Tiled) *host* value(s) - the + recurring pain point where a GUI is left pointed at the wrong machine. + It does not switch instrument file/device classes; that's config-driven + (load DigitalTwin.yaml / Spectra300.yaml) since those differ per instrument, + not just per host. + """ + + def __init__(self, on_change: Callable[[str], None], parent=None): + super().__init__(parent) + self._on_change = on_change + self._buttons: dict[str, QPushButton] = {} + layout = QHBoxLayout(self) + layout.setContentsMargins(0, 0, 0, 0) + layout.setSpacing(0) + for key, label in (('digital_twin', 'Digital Twin'), ('spectra300', 'Spectra300')): + button = QPushButton(label) + button.setCheckable(True) + button.setFont(_font('LABEL_FONT')) + button.setCursor(POINTING_HAND_CURSOR) + button.clicked.connect(lambda _checked, k=key: self._select(k, notify=True)) + layout.addWidget(button) + self._buttons[key] = button + self.set_active(None) + + def _select(self, key: str, notify: bool) -> None: + for button_key, button in self._buttons.items(): + button.setChecked(button_key == key) + self._restyle() + if notify: + self._on_change(HOST_PRESETS[key]) + + def set_active(self, key: str | None) -> None: + """Reflect which preset (if any) a host field currently matches, without firing on_change.""" + self._select(key, notify=False) + + def _restyle(self) -> None: + for key, button in self._buttons.items(): + checked = button.isChecked() + first = key == 'digital_twin' + radius = '6px 0px 0px 6px' if first else '0px 6px 6px 0px' + border_fix = '' if first else 'border-left: none;' + if checked: + button.setStyleSheet( + 'QPushButton {' + f'background: {COLORS["accent"]}; color: #ffffff; border: 1px solid {COLORS["accent"]};' + f'{border_fix} border-radius: {radius}; padding: 4px 12px;' + '}' + ) + else: + button.setStyleSheet( + 'QPushButton {' + f'background: {COLORS["panel"]}; color: {COLORS["text_dim"]}; border: 1px solid {COLORS["border"]};' + f'{border_fix} border-radius: {radius}; padding: 4px 12px;' + '}' + 'QPushButton:hover {' + f'background: {COLORS["panel_hover"]};' + '}' + ) + + def configure_terminal(widget: QTextEdit) -> None: - widget.setFont(TEXT_FONT) + widget.setFont(_font('TEXT_FONT')) widget.setReadOnly(True) - widget.setStyleSheet('background: #0d1117; color: #c9d1d9;') + widget.setMinimumHeight(320) + widget.setStyleSheet( + 'QTextEdit {' + f'background: {COLORS["terminal_bg"]}; color: {COLORS["terminal_text"]};' + f'border: 1px solid {COLORS["border"]}; border-radius: 8px; padding: 10px;' + f'selection-background-color: {COLORS["accent"]}; selection-color: #0b0f14;' + '}' + ) + + +def scrollable(content: QWidget) -> QScrollArea: + """Wrap a controls pane so collapsing sections never squeeze the fields.""" + area = QScrollArea() + area.setWidget(content) + area.setWidgetResizable(True) + area.setFrameShape(NO_FRAME) + # As-needed in both directions: a narrow window scrolls rather than clipping + # the labels of whichever section happens to be open. + area.setHorizontalScrollBarPolicy(SCROLLBAR_AS_NEEDED) + area.setVerticalScrollBarPolicy(SCROLLBAR_AS_NEEDED) + return area + + +def configure_splitter(splitter: QSplitter, handle_width: int = 10) -> None: + """Give a splitter a wide, visibly grabbable handle and stop panes from collapsing to zero.""" + splitter.setHandleWidth(handle_width) + splitter.setChildrenCollapsible(False) + splitter.setOpaqueResize(True) + splitter.setStyleSheet( + 'QSplitter::handle { background: transparent; }' + f'QSplitter::handle:horizontal {{ margin: 0px 4px; border-left: 2px solid {COLORS["border"]}; }}' + f'QSplitter::handle:vertical {{ margin: 4px 0px; border-top: 2px solid {COLORS["border"]}; }}' + f'QSplitter::handle:hover {{ border-color: {COLORS["accent"]}; }}' + f'QSplitter::handle:pressed {{ border-color: {COLORS["accent"]}; }}' + ) + + +class CollapsibleSection(QWidget): + """A titled card whose body can be shown or hidden by clicking the header, like a dropdown.""" + + def __init__(self, title: str, layout_cls=QFormLayout, expanded: bool = True, parent=None): + super().__init__(parent) + self._title = title + + outer = QVBoxLayout(self) + outer.setContentsMargins(0, 0, 0, 0) + outer.setSpacing(0) + + self.toggle = QPushButton() + self.toggle.setFlat(True) + self.toggle.setFont(_font('SECTION_FONT')) + self.toggle.setCursor(POINTING_HAND_CURSOR) + self.toggle.clicked.connect(lambda: self.set_expanded(not self._expanded)) + outer.addWidget(self.toggle) + + self.body = QWidget() + self.body.setObjectName('sectionBody') + self.form = layout_cls() + self.form.setContentsMargins(14, 10, 14, 12) + self.form.setSpacing(8) + if isinstance(self.form, QFormLayout): + self.form.setFieldGrowthPolicy(FIELDS_STAY_AT_SIZE_HINT) + self.form.setHorizontalSpacing(14) + self.body.setLayout(self.form) + self.body.setStyleSheet( + '#sectionBody {' + f'background: {COLORS["panel"]}; border: 1px solid {COLORS["border"]};' + 'border-top: none; border-bottom-left-radius: 8px; border-bottom-right-radius: 8px;' + '}' + ) + outer.addWidget(self.body) + + self._expanded = expanded + self.set_expanded(expanded) + + def _style_toggle(self, expanded: bool) -> None: + radius = '8px 8px 0px 0px' if expanded else '8px' + self.toggle.setStyleSheet( + 'QPushButton {' + f'background: {COLORS["panel"]}; color: {COLORS["text"]};' + f'border: 1px solid {COLORS["border"]}; border-radius: {radius};' + 'text-align: left; padding: 9px 12px;' + '}' + 'QPushButton:hover {' + f'background: {COLORS["panel_hover"]}; border-color: {COLORS["border_strong"]};' + '}' + ) + + def set_expanded(self, expanded: bool) -> None: + self._expanded = expanded + self.body.setVisible(expanded) + arrow = '⌄' if expanded else '›' + self.toggle.setText(f'{arrow} {self._title}') + self._style_toggle(expanded) def append_terminal_text(widget: QTextEdit, text: str) -> None: @@ -121,20 +604,32 @@ def start(self, command: list[str]) -> None: threading.Thread(target=self._read_output, daemon=True).start() def stop(self) -> None: + """Immediately kill the managed process and every subprocess it spawned. + + The startup scripts launch whole trees (uv -> python -> device servers, + Tiled, ...), so a polite terminate of the root leaves orphans holding + ports. Kill the full tree instead. + """ if not self.running: self.output_ready.emit('No process is running.\n') return assert self.process is not None if os.name == 'nt': - self.process.terminate() + # /T walks the child tree, /F force-kills without waiting. + subprocess.run( + ['taskkill', '/PID', str(self.process.pid), '/T', '/F'], + capture_output=True, + ) else: try: - os.killpg(self.process.pid, signal.SIGTERM) + # start_new_session=True in start() put the whole tree in one + # process group, so SIGKILL to the group takes everything down. + os.killpg(self.process.pid, signal.SIGKILL) except ProcessLookupError: return except OSError: - self.process.terminate() - self.output_ready.emit('Stop requested.\n') + self.process.kill() + self.output_ready.emit('Killed process tree.\n') def _read_output(self) -> None: assert self.process is not None diff --git a/startup_scripts/run_llm.py b/startup_scripts/run_llm.py index 6434eae5..ec30a9ce 100644 --- a/startup_scripts/run_llm.py +++ b/startup_scripts/run_llm.py @@ -54,8 +54,42 @@ def load_config(path: Path) -> LLMConfig: raw = yaml.safe_load(path.read_text(encoding='utf-8')) or {} return LLMConfig(**raw) -def register_device(config: LLMConfig | None): - database = tango.Database() +def ensure_database_running(config: LLMConfig) -> tango.Database: + host = config.tango.host + port = config.tango.port + tango_host = f"{host}:{port}" + + try: + database = tango.Database(host, port) + database.get_class_list("*") + return database + except tango.DevFailed: + pass + + print(f"[SYSTEM]: Tango database not responding at {tango_host}. Launching database server...") + env = {**os.environ, 'TANGO_HOST': tango_host} + subprocess.Popen( + ["uv", "run", "python", "-m", "tango.databaseds.database", "2"], + env=env, + stdout=subprocess.DEVNULL, + stderr=subprocess.DEVNULL, + start_new_session=True + ) + + start_time = time.time() + while time.time() - start_time < 30: + try: + database = tango.Database(host, port) + database.get_class_list("*") + print(f"[SYSTEM]: Tango database at {tango_host} is now ready!") + return database + except tango.DevFailed: + time.sleep(1) + + raise RuntimeError(f"Could not connect to Tango database at {tango_host}.") + +def register_device(config: LLMConfig): + database = ensure_database_running(config) try: device_info = tango.DbDevInfo() device_info.server = f"LLM/{INSTANCE_NAME}" @@ -96,7 +130,7 @@ def main(argv: list[str] | None = None) -> int: register_device(config) - command = ["uv", "run", "python", "-m", "asyncroscopy.mcp.llm", INSTANCE_NAME] + command = ["uv", "run", "--extra", "agent", "--extra", "ollama", "python", "-m", "asyncroscopy.mcp.llm", INSTANCE_NAME] env = {**os.environ, 'TANGO_HOST': tango_host, 'PYTHONUNBUFFERED': '1'} try: diff --git a/startup_scripts/run_mcp.py b/startup_scripts/run_mcp.py index c6429b16..b27a8cfd 100644 --- a/startup_scripts/run_mcp.py +++ b/startup_scripts/run_mcp.py @@ -8,7 +8,7 @@ import json import os import sys -from dataclasses import dataclass +from dataclasses import dataclass, field from pathlib import Path import yaml @@ -32,6 +32,7 @@ class MCPConfig: quiet: bool blocked_classes: list[str] blocked_functions: dict[str, list[str]] + include_only_functions: list[str] = field(default_factory=list) @dataclass(frozen=True) @@ -67,6 +68,7 @@ def load_config(path: Path) -> Config: quiet=bool(_require(mcp, 'quiet', 'mcp')), blocked_classes=list(_require(mcp, 'blocked_classes', 'mcp')), blocked_functions={key: list(value) for key, value in _require(mcp, 'blocked_functions', 'mcp').items()}, + include_only_functions=list(mcp.get('include_only_functions', [])), ), ) @@ -96,6 +98,8 @@ def build_command(config: Config) -> list[str]: json.dumps(config.mcp.blocked_classes), '--blocked-functions-json', json.dumps(config.mcp.blocked_functions), + '--include-only-functions-json', + json.dumps(config.mcp.include_only_functions), ] if config.mcp.quiet: command.append('--quiet') diff --git a/startup_scripts/run_segmentation.py b/startup_scripts/run_segmentation.py new file mode 100644 index 00000000..f0899841 --- /dev/null +++ b/startup_scripts/run_segmentation.py @@ -0,0 +1,161 @@ +#!/usr/bin/env python +"""Register and start only the SAM2 segmentation Tango device.""" + +from __future__ import annotations + +import argparse +import os +import subprocess +import sys +import time +from dataclasses import dataclass +from pathlib import Path + +import tango +import yaml + +PROJECT_DIR = Path(__file__).resolve().parents[1] +if str(PROJECT_DIR) not in sys.path: + sys.path.insert(0, str(PROJECT_DIR)) + +from asyncroscopy.utils.process_manager import ManagedProcess, ProcessManager # noqa: E402 + +DEVICE_NAME = "asyncroscopy/segment/default" +INSTANCE_NAME = "segment_instance" +DEFAULT_CONFIG_PATH = PROJECT_DIR / "configs" / "Segmentation.yaml" + + +@dataclass(frozen=True) +class TangoConfig: + host: str + port: int + + +@dataclass(frozen=True) +class SegmentationConfig: + tango: TangoConfig + data_device_address: str = "asyncroscopy/data/default" + model_size: str = "facebook/sam2-hiera-large" + compute_device: str = "auto" + device_timeout_seconds: int = 120 + + +def load_config(path: Path) -> SegmentationConfig: + if not path.exists(): + raise FileNotFoundError(f"Config file not found: {path}") + + raw = yaml.safe_load(path.read_text(encoding="utf-8")) or {} + tango_config = raw.get("tango") + if not isinstance(tango_config, dict): + raise KeyError("Config is missing the 'tango' section") + + return SegmentationConfig( + tango=TangoConfig( + host=str(tango_config["host"]), + port=int(tango_config["port"]), + ), + data_device_address=str( + raw.get("data_device_address", "asyncroscopy/data/default") + ), + model_size=str(raw.get("model_size", "facebook/sam2-hiera-large")), + compute_device=str(raw.get("compute_device", "auto")), + device_timeout_seconds=int(raw.get("device_timeout_seconds", 120)), + ) + + +def register_device(config: SegmentationConfig) -> None: + database = tango.Database(config.tango.host, config.tango.port) + device_info = tango.DbDevInfo() + device_info.server = f"SEGMENTATION/{INSTANCE_NAME}" + device_info._class = "SEGMENTATION" + device_info.name = DEVICE_NAME + + try: + database.add_device(device_info) + print(f"Registered device: {DEVICE_NAME}") + except tango.DevFailed as exc: + print(f"Device already registered or error: {exc}") + + database.put_device_property( + DEVICE_NAME, + { + "data_device_address": [config.data_device_address], + "model_size": [config.model_size], + "compute_device": [config.compute_device], + }, + ) + + +def main(argv: list[str] | None = None) -> int: + parser = argparse.ArgumentParser(description=__doc__) + parser.add_argument("--yaml", type=Path, default=DEFAULT_CONFIG_PATH) + args = parser.parse_args(argv) + + try: + config = load_config(args.yaml) + except (FileNotFoundError, KeyError, TypeError, ValueError) as exc: + print(f"Config error: {exc}", file=sys.stderr) + return 1 + + tango_host = f"{config.tango.host}:{config.tango.port}" + os.environ["TANGO_HOST"] = tango_host + try: + register_device(config) + except Exception as exc: + print(f"Could not register segmentation at {tango_host}: {exc}", file=sys.stderr) + return 1 + + try: + with ProcessManager() as manager: + managed: ManagedProcess = manager.start_process( + key="segmentation", + label="Segmentation Server", + command=[ + sys.executable, + "-m", + "asyncroscopy.mcp.segment", + INSTANCE_NAME, + ], + env={ + **os.environ, + "TANGO_HOST": tango_host, + "PYTHONUNBUFFERED": "1", + }, + stdout=None, + stderr=None, + ) + + print("Waiting for segmentation device to initialize...") + deadline = time.monotonic() + config.device_timeout_seconds + while time.monotonic() < deadline: + try: + proxy = tango.DeviceProxy(DEVICE_NAME) + proxy.ping() + state = proxy.state() + if state == tango.DevState.ON: + print("Segmentation device is ready. Press Ctrl+C to terminate.") + break + if state == tango.DevState.FAULT: + print(f"Segmentation initialization failed: {proxy.status()}") + return 1 + except Exception: + pass + time.sleep(1) + else: + print("Timed out waiting for segmentation device.", file=sys.stderr) + return 1 + + while managed.running: + try: + managed.process.wait(timeout=0.5) + except subprocess.TimeoutExpired: + pass + except KeyboardInterrupt: + print("\nShutting down segmentation server...") + return 0 + + return 0 + + +if __name__ == "__main__": + raise SystemExit(main()) diff --git a/startup_scripts/run_servers.py b/startup_scripts/run_servers.py index 9b2df25d..943dafd1 100755 --- a/startup_scripts/run_servers.py +++ b/startup_scripts/run_servers.py @@ -402,6 +402,10 @@ def register_devices(devices: list[DeviceConfig], instrument_properties: dict[st device_info._class = device.class_name device_info.name = device.device_name database.add_device(device_info) + try: + database.unexport_server(device.server_name) + except Exception: + pass status_line("OK", device.device_name) for property_name, property_value in device.properties.items(): database.put_device_property(device.device_name, {property_name: property_value}) @@ -486,7 +490,18 @@ def print_summary( def main(argv: list[str] | None = None) -> int: + shutdown_requested = False + def request_shutdown(_signum, _frame) -> None: + # A GUI's Stop button (or a wrapper like `uv run` forwarding its own + # copy of the same signal) can deliver SIGTERM more than once for a + # single stop request. Only the first should raise: re-raising while + # ProcessManager.shutdown_all() is already unwinding interrupts that + # cleanup mid-flight and can leave child device servers orphaned. + nonlocal shutdown_requested + if shutdown_requested: + return + shutdown_requested = True raise KeyboardInterrupt signal.signal(signal.SIGTERM, request_shutdown) diff --git a/stubs/AutoScript_v_1.18/autoscript_core-1.4.0-py3-none-any.whl b/stubs/AutoScript_v_1.18/autoscript_core-1.4.0-py3-none-any.whl new file mode 100755 index 00000000..0848e146 Binary files /dev/null and b/stubs/AutoScript_v_1.18/autoscript_core-1.4.0-py3-none-any.whl differ diff --git a/stubs/AutoScript_v_1.18/autoscript_tem_microscope_client-1.18.0-py3-none-any.whl b/stubs/AutoScript_v_1.18/autoscript_tem_microscope_client-1.18.0-py3-none-any.whl new file mode 100755 index 00000000..4006fd3f Binary files /dev/null and b/stubs/AutoScript_v_1.18/autoscript_tem_microscope_client-1.18.0-py3-none-any.whl differ diff --git 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b/tests/conftest.py index 32914968..354074f7 100644 --- a/tests/conftest.py +++ b/tests/conftest.py @@ -22,7 +22,9 @@ from asyncroscopy.instruments.electron_microscope.detectors.eds import EDS from asyncroscopy.instruments.electron_microscope.hardware.scan import SCAN from asyncroscopy.instruments.electron_microscope.hardware.TestStage import TestStage +from asyncroscopy.instruments.electron_microscope.hardware.corrector_digital_twin import DigitalTwinCorrector from asyncroscopy.instruments.electron_microscope.digital_twin import DigitalTwin +from asyncroscopy.instruments.electron_microscope.digital_twin_particles import DigitalTwinParticles from asyncroscopy.instruments.electron_microscope.digital_twin_tilt import DigitalTwinTilt from asyncroscopy.instruments.electron_microscope.auto_script import AutoScriptMicroscope from asyncroscopy.data.data import DATA @@ -91,6 +93,15 @@ def tango_ctx(data_save_dir): } ], }, + { + "class": DigitalTwinCorrector, + "devices": [ + { + "name": "asyncroscopy/corrector/default", + "properties": {"measurement_noise_fraction": 0.0}, + } + ], + }, { "class": DATA, "devices": [ @@ -109,12 +120,29 @@ def tango_ctx(data_save_dir): "scan_device_address": "asyncroscopy/scan/default", "eds_device_address": "asyncroscopy/eds/default", "stage_device_address": "asyncroscopy/stage/default", + "corrector_device_address": "asyncroscopy/corrector/default", "camera_device_address": "asyncroscopy/camera/default", "acquisition_save_directory": str(data_save_dir), }, } ], }, + { + "class": DigitalTwinParticles, + "devices": [ + { + "name": "asyncroscopy/digitaltwinparticles/default", + "properties": { + "scan_device_address": "asyncroscopy/scan/default", + "eds_device_address": "asyncroscopy/eds/default", + "stage_device_address": "asyncroscopy/stage/default", + "acquisition_save_directory": str(data_save_dir), + "sample_particle_count": 8, + "world_imsize": 48, + }, + } + ], + }, { "class": DigitalTwinTilt, "devices": [ @@ -170,6 +198,13 @@ def twin_proxy(tango_ctx): return tango.DeviceProxy(tango_ctx.get_device_access("asyncroscopy/digitaltwin/default")) +@pytest.fixture(scope="session") +def particles_twin_proxy(tango_ctx): + return tango.DeviceProxy( + tango_ctx.get_device_access("asyncroscopy/digitaltwinparticles/default") + ) + + @pytest.fixture(scope="session") def tilt_twin_proxy(tango_ctx): return tango.DeviceProxy( @@ -192,6 +227,13 @@ def stage_proxy(tango_ctx): return tango.DeviceProxy(tango_ctx.get_device_access("asyncroscopy/stage/default")) +@pytest.fixture(scope="session") +def corrector_proxy(tango_ctx): + return tango.DeviceProxy( + tango_ctx.get_device_access("asyncroscopy/corrector/default") + ) + + @pytest.fixture(scope="session") def data_proxy(tango_ctx): return tango.DeviceProxy(tango_ctx.get_device_access("asyncroscopy/data/default")) @@ -303,7 +345,6 @@ def fake_acquire( detector: str, readout_area: str, frame_combining: int = 1, - electron_counting: bool = True, output_format: str = ".h5", ): calls.append( @@ -313,7 +354,6 @@ def fake_acquire( "detector": detector, "readout_area": readout_area, "frame_combining": frame_combining, - "electron_counting": electron_counting, "output_format": output_format, } ) diff --git a/tests/test_CAMERA.py b/tests/test_CAMERA.py index d388f86f..9dcd573d 100644 --- a/tests/test_CAMERA.py +++ b/tests/test_CAMERA.py @@ -13,7 +13,6 @@ def test_defaults(self, camera_proxy): camera_proxy.readout_area = "Full" camera_proxy.camera_detector = "BM-Ceta" camera_proxy.frame_combining = 1 - camera_proxy.electron_counting = True camera_proxy.output_format = ".h5" assert camera_proxy.exposure_time == pytest.approx(1e-3) @@ -21,7 +20,6 @@ def test_defaults(self, camera_proxy): assert camera_proxy.readout_area == "Full" assert camera_proxy.camera_detector == "BM-Ceta" assert camera_proxy.frame_combining == 1 - assert bool(camera_proxy.electron_counting) is True assert camera_proxy.output_format == ".h5" def test_write_all_settings(self, camera_proxy): @@ -30,7 +28,6 @@ def test_write_all_settings(self, camera_proxy): camera_proxy.readout_area = "Half" camera_proxy.camera_detector = "EF-Ceta" camera_proxy.frame_combining = 6 - camera_proxy.electron_counting = False camera_proxy.output_format = ".tiff" assert camera_proxy.exposure_time == pytest.approx(0.5) @@ -38,7 +35,6 @@ def test_write_all_settings(self, camera_proxy): assert camera_proxy.readout_area == "Half" assert camera_proxy.camera_detector == "EF-Ceta" assert camera_proxy.frame_combining == 6 - assert bool(camera_proxy.electron_counting) is False assert camera_proxy.output_format == ".tiff" @pytest.mark.parametrize( diff --git a/tests/test_auto_script_microscope.py b/tests/test_auto_script_microscope.py index 65fd09f0..d2a4759e 100644 --- a/tests/test_auto_script_microscope.py +++ b/tests/test_auto_script_microscope.py @@ -1,3 +1,4 @@ +import json import types from pathlib import Path @@ -18,12 +19,17 @@ class FakeDataServer: def __init__(self, save_path=None) -> None: + self.copy_requests = [] if save_path is not None: self.save_path = str(save_path) def register_path(self, path: str) -> str: return path + def copy_and_register_remote_file(self, request_json: str) -> str: + self.copy_requests.append(json.loads(request_json)) + return "registered-stem-data.h5" + class TestAutoScriptMicroscope: def test_startup_state_is_on(self, auto_script_proxy: tango.DeviceProxy) -> None: @@ -184,48 +190,46 @@ def test_scanned_data_advanced_settings_propagate_into_acquisition( } ] - def test_scanned_data_advanced_helper_saves_and_registers_ceta_with_relative_region(self, monkeypatch, tmp_path) -> None: + def test_scanned_data_advanced_places_probe_and_saves_camera_frames(self, tmp_path) -> None: class FakeImage: - data = np.array([[5, 6], [7, 8]], dtype=np.uint16) + def __init__(self, value) -> None: + self.data = np.full((256, 256), value, dtype=np.int16) class FakeAcquisition: - def __init__(self) -> None: - self.settings = None + def __init__(self, optics) -> None: + self.optics = optics + self.positions = [] + self.settings = [] - def acquire_stem_data_advanced(self, settings): - self.settings = settings - return FakeImage() + def acquire_camera_image_advanced(self, settings): + self.positions.append(list(self.optics.paused_scan_beam_position)) + self.settings.append(settings) + return FakeImage(len(self.positions)) - acquisition = FakeAcquisition() + optics = types.SimpleNamespace(paused_scan_beam_position=[0.1, 0.2]) + acquisition = FakeAcquisition(optics) + data_server = FakeDataServer(tmp_path) microscope = AutoScriptMicroscope.__new__(AutoScriptMicroscope) - microscope._microscope = types.SimpleNamespace(acquisition=acquisition) - microscope._detector_proxies = {"data": FakeDataServer()} - - def fake_new_path(device, acquisition_type: str, detector: str, data_server=None, extension="h5"): - return tmp_path / f"{acquisition_type}_{detector}.h5" + microscope._microscope = types.SimpleNamespace(acquisition=acquisition, optics=optics) + microscope._detector_proxies = {"data": data_server} - monkeypatch.setattr("asyncroscopy.data.data_writer.acquisition_filename", fake_new_path) + result = AutoScriptMicroscope._acquire_scanned_data_advanced(microscope, imsize=2, dwell_time=10e-3, detector="bm-ceta", scan_region=[0.25, 0.25, 0.5, 0.5]) - result = AutoScriptMicroscope._acquire_scanned_data_advanced( - microscope, - imsize=128, - dwell_time=10e-3, - detector="BM-Ceta", - scan_region=[0.25, 0.25, 0.5, 0.5], - ) - - settings = acquisition.settings + assert acquisition.positions == [ + [0.375, 0.375], + [0.625, 0.375], + [0.375, 0.625], + [0.625, 0.625], + ] + assert optics.paused_scan_beam_position == [0.1, 0.2] + assert all(settings.camera_detector == "BM-Ceta" for settings in acquisition.settings) + assert all(settings.size == 256 for settings in acquisition.settings) + assert all(settings.exposure_time == pytest.approx(10e-3) for settings in acquisition.settings) + assert all(settings.fixed_readout_area == "Half" for settings in acquisition.settings) with h5py.File(result, "r") as h5: - assert h5["stem_data"][()].tolist() == [[5, 6], [7, 8]] + assert h5["stem_data"].shape == (2, 2, 256, 256) + assert h5["stem_data"][:, :, 0, 0].tolist() == [[1, 2], [3, 4]] assert h5["stem_data"].attrs["detector"] == "BM-Ceta" - assert settings.size == 128 - assert settings.dwell_time == pytest.approx(10e-3) - assert settings.detector_types == [CameraType.BM_CETA] - assert settings.region.coordinate_system == RegionCoordinateSystem.RELATIVE - assert settings.region.rectangle.left == pytest.approx(0.25) - assert settings.region.rectangle.top == pytest.approx(0.25) - assert settings.region.rectangle.width == pytest.approx(0.5) - assert settings.region.rectangle.height == pytest.approx(0.5) def test_camera_settings_propagate_into_acquisition( self, @@ -238,7 +242,6 @@ def test_camera_settings_propagate_into_acquisition( camera_proxy.readout_area = "Half" camera_proxy.camera_detector = "BM-Ceta" camera_proxy.frame_combining = 6 - camera_proxy.electron_counting = False camera_proxy.output_format = ".h5" saved_path = auto_script_proxy.acquire_camera_image() @@ -251,7 +254,6 @@ def test_camera_settings_propagate_into_acquisition( "detector": "BM-Ceta", "readout_area": "Half", "frame_combining": 6, - "electron_counting": False, "output_format": ".h5", } ] @@ -291,7 +293,6 @@ def fake_new_path( detector="BM-Ceta", readout_area="Half", frame_combining=6, - electron_counting=False, ) settings = acquisition.settings @@ -300,7 +301,6 @@ def fake_new_path( assert settings.exposure_time == pytest.approx(0.5) assert settings.fixed_readout_area == FixedReadoutArea.HALF assert settings.frame_combining == 6 - assert settings.electron_counting is False with h5py.File(result, "r") as h5: assert h5["image"][()].tolist() == [[9, 8], [7, 6]] assert h5["image"].attrs["acquisition_type"] == "camera_image" @@ -342,7 +342,6 @@ def test_camera_device_can_select_flucam( camera_proxy.imsize = 1024 camera_proxy.readout_area = "Full" camera_proxy.frame_combining = 1 - camera_proxy.electron_counting = True camera_proxy.output_format = ".h5" saved_path = auto_script_proxy.acquire_camera_image() @@ -355,7 +354,6 @@ def test_camera_device_can_select_flucam( "detector": "Flucam", "readout_area": "Full", "frame_combining": 1, - "electron_counting": True, "output_format": ".h5", } ] diff --git a/tests/test_corrector.py b/tests/test_corrector.py new file mode 100644 index 00000000..1d425b22 --- /dev/null +++ b/tests/test_corrector.py @@ -0,0 +1,70 @@ +import json + +import pytest +import tango + +from asyncroscopy.instruments.electron_microscope.hardware.corrector_ceos import CEOSCorrector + + +def test_digital_twin_corrector_reports_ceos_compatible_info(corrector_proxy): + payload = json.loads(corrector_proxy.get_info()) + + assert payload["jsonrpc"] == "2.0" + assert payload["result"]["manufacturer"] == "CEOS" + assert payload["result"]["simulation"] is True + assert corrector_proxy.state() == tango.DevState.ON + + +def test_digital_twin_tableau_and_correction_round_trip(corrector_proxy): + initial = json.loads(corrector_proxy.acquire_tableau("Fast 1")) + initial_c1 = initial["result"]["aberrations"]["C1"][0] + + response = json.loads(corrector_proxy.correct_aberration("C1 8e-9")) + measured = json.loads(corrector_proxy.acquire_tableau("Fast 1")) + + assert response["result"]["corrected"] is True + assert measured["result"]["aberrations"]["C1"][0] == pytest.approx( + initial_c1 - 8e-9 + ) + + +def test_simulation_coefficients_are_absolute_and_validate_shape(corrector_proxy): + coefficients = json.loads(corrector_proxy.get_aberrations_coeff_sim()) + coefficients["C1"] = [12e-9] + corrector_proxy.set_aberrations_coeff_sim(json.dumps(coefficients)) + + updated = json.loads(corrector_proxy.get_aberrations_coeff_sim()) + assert updated["C1"] == pytest.approx([12e-9]) + + coefficients["C1"] = [1.0, 2.0] + with pytest.raises(tango.DevFailed): + corrector_proxy.set_aberrations_coeff_sim(json.dumps(coefficients)) + + +def test_ceos_netstring_codec_round_trip(): + payload = { + "jsonrpc": "2.0", + "id": 7, + "method": "acquireTableau", + "params": {"tabType": "Fast", "angle": 1.0}, + } + + encoded = CEOSCorrector._encode_netstring(payload) + decoded = json.loads(CEOSCorrector._decode_netstring(encoded)) + + assert decoded == payload + + +class FragmentedSocket: + def __init__(self, chunks): + self.chunks = list(chunks) + + def recv(self, _bufsize): + return self.chunks.pop(0) if self.chunks else b"" + + +def test_ceos_netstring_receiver_handles_fragmented_payload(): + raw = CEOSCorrector._encode_netstring({"result": {"ok": True}}) + socket = FragmentedSocket([raw[:3], raw[3:9], raw[9:]]) + + assert CEOSCorrector._recv_netstring(socket) == raw diff --git a/tests/test_data_device.py b/tests/test_data_device.py index f6622a98..683fb356 100644 --- a/tests/test_data_device.py +++ b/tests/test_data_device.py @@ -2,8 +2,10 @@ import subprocess from pathlib import Path - +import h5py +import numpy as np import pytest +import sidpy import tango from asyncroscopy.data.data import DATA, _catalog_database_uri @@ -86,7 +88,7 @@ def fake_popen(command, **kwargs): assert returned["tiled_server"] == "yes" command_prefix = ["python", "-m"] - key_value = popen_calls[0]["command"][10] + key_value = popen_calls[0]["command"][12] expected_command = [ *command_prefix, "tiled", @@ -95,6 +97,8 @@ def fake_popen(command, **kwargs): str(tmp_path / ".asyncroscopy_tiled_catalog.db"), "--read", str(tmp_path), + "--write", + str(tmp_path), "--public", "--api-key", key_value, @@ -223,6 +227,69 @@ async def fake_register(client, path, **kwargs): assert result == "frame.h5" assert registrations == [str(saved)] + def test_copy_and_register_remote_mrc_writes_atomic_hdf5(self, data_proxy: tango.DeviceProxy, monkeypatch, tmp_path) -> None: + source_directory = tmp_path / "autoscript" + destination_directory = tmp_path / "acquisitions" + source_directory.mkdir() + source = source_directory / "scan.mrc" + source.write_bytes(b"AutoScript MRC fixture") + source_data = np.arange(24, dtype=np.uint16).reshape(2, 2, 3, 2) + source_dataset = sidpy.Dataset.from_array(source_data, name="MRC_000", chunks=(1, 1, 3, 2)) + source_dataset.data_type = "image_4d" + source_dataset.original_metadata = { + "Pixel size X": np.array([0.5]), + "Pixel size Y": np.array([0.5]), + } + + class FakeMRCReader: + def __init__(self, path): + assert path == str(source) + + def read(self): + return {"Channel_000": source_dataset} + + registrations = [] + + def fake_from_uri(*args, **kwargs): + return object() + + async def fake_register(client, path, **kwargs): + registrations.append(path) + + monkeypatch.setattr("asyncroscopy.data.data.from_uri", fake_from_uri) + monkeypatch.setattr("asyncroscopy.data.data.register", fake_register) + monkeypatch.setattr("asyncroscopy.data.data.MRCReader", FakeMRCReader) + data_proxy.save_path = str(destination_directory) + + request = { + "source_path": str(source), + "detector": "BM-Ceta", + "scan_shape": [2, 2], + "dwell_time": 1e-3, + "scan_region": [0.0, 0.0, 1.0, 1.0], + } + key = data_proxy.copy_and_register_remote_file(json.dumps(request)) + + destination = destination_directory / key + assert source.is_file() + assert destination.is_file() + assert registrations == [str(destination)] + assert not list(destination_directory.glob("*.partial")) + with h5py.File(destination, "r") as h5: + assert h5["stem_data"].shape == (2, 2, 3, 2) + np.testing.assert_array_equal(h5["stem_data"][()], source_data) + assert h5["stem_data"].attrs["detector"] == "BM-Ceta" + assert json.loads(h5["stem_data"].attrs["scan_shape"]) == [2, 2] + metadata = json.loads(h5.attrs["source_mrc_metadata_json"]) + assert metadata["Pixel size X"] == [0.5] + + def test_copy_and_register_remote_file_rejects_non_mrc(self, data_proxy: tango.DeviceProxy, tmp_path) -> None: + source = tmp_path / "scan.txt" + source.write_text("not an MRC") + + with pytest.raises(tango.DevFailed, match="Expected an MRC source file"): + data_proxy.copy_and_register_remote_file(json.dumps({"source_path": str(source)})) + def test_register_save_path_registers_configured_directory( self, data_proxy: tango.DeviceProxy, diff --git a/tests/test_digital_twin.py b/tests/test_digital_twin.py index c7cddb61..e4eac9ae 100644 --- a/tests/test_digital_twin.py +++ b/tests/test_digital_twin.py @@ -26,6 +26,22 @@ def test_defocus_commands_round_trip(self, twin_proxy: tango.DeviceProxy): assert twin_proxy.get_defocus() == pytest.approx(8e-9) + def test_get_parameters_returns_status_json(self, twin_proxy: tango.DeviceProxy): + import json + + parameters = json.loads(twin_proxy.get_parameters()) + + assert parameters["manufacturer"] == "UTKTeam" + assert parameters["stem_mode"] is True + assert "defocus_m" in parameters + assert "stage_position" in parameters + assert "fov_m" in parameters + assert parameters["scan_detectors"] == ["haadf"] + assert parameters["spectrum_detectors"] == ["eds"] + assert "BM-Ceta" in parameters["camera_detectors"] + assert "scan" in parameters["device_proxies"] + assert "detectors" not in parameters, "device roles must not be published as detectors" + def test_get_image_returns_saved_hdf5(self, twin_proxy: tango.DeviceProxy, scan_proxy: tango.DeviceProxy): scan_proxy.imsize = 32 scan_proxy.dwell_time = 1e-6 diff --git a/tests/test_digital_twin_diffraction.py b/tests/test_digital_twin_diffraction.py index 2426ded6..dff7a27b 100644 --- a/tests/test_digital_twin_diffraction.py +++ b/tests/test_digital_twin_diffraction.py @@ -138,7 +138,6 @@ def test_particle_camera_acquisition_saves_local_lattice_metadata(monkeypatch, t 'BM-Ceta', 'Half', frame_combining=6, - electron_counting=False, ) ) @@ -151,7 +150,6 @@ def test_particle_camera_acquisition_saves_local_lattice_metadata(monkeypatch, t assert attrs['exposure_time'] == pytest.approx(0.1) assert attrs['readout_area'] == 'Half' assert attrs['frame_combining'] == 6 - assert bool(attrs['electron_counting']) is False def test_off_particle_camera_acquisition_saves_vacuum_diffraction(tmp_path: Path): diff --git a/tests/test_digital_twin_particles.py b/tests/test_digital_twin_particles.py new file mode 100644 index 00000000..a76db52e --- /dev/null +++ b/tests/test_digital_twin_particles.py @@ -0,0 +1,55 @@ +import json +from pathlib import Path + +import h5py +import numpy as np +import pytest +import tango + + +def test_particle_twin_starts_with_persistent_voxel_world(particles_twin_proxy): + assert particles_twin_proxy.state() == tango.DevState.ON + assert particles_twin_proxy.manufacturer == "UTKTeam Particle Digital Twin" + + +def test_particle_twin_saves_haadf_with_world_metadata( + particles_twin_proxy, + scan_proxy, + stage_proxy, +): + scan_proxy.imsize = 48 + scan_proxy.dwell_time = 1e-6 + stage_proxy.position = [0.0, 0.0, 0.0, 0.0, 0.0] + + path = Path(particles_twin_proxy.acquire_scanned_image(["HAADF"])) + + with h5py.File(path, "r") as h5: + image = h5["image/HAADF"] + assert image.shape == (48, 48) + assert image.attrs["sample_type"] == "oriented_particles" + assert image.attrs["particle_count"] > 0 + assert json.loads(image.attrs["world_shape"]) == [48, 48, 24] + + +def test_particle_twin_stage_tilt_recooks_projection( + particles_twin_proxy, + scan_proxy, + stage_proxy, +): + scan_proxy.imsize = 48 + stage_proxy.position = [0.0, 0.0, 0.0, 0.0, 0.0] + untilted_path = Path(particles_twin_proxy.acquire_scanned_image(["HAADF"])) + with h5py.File(untilted_path, "r") as h5: + untilted = h5["image/HAADF"][()] + + stage_proxy.position = [0.0, 0.0, 0.0, 12.0, 0.0] + tilted_path = Path(particles_twin_proxy.acquire_scanned_image(["HAADF"])) + with h5py.File(tilted_path, "r") as h5: + tilted = h5["image/HAADF"][()] + + assert np.mean(np.abs(tilted - untilted)) > 1e-4 + + +def test_particle_twin_fov_round_trip(particles_twin_proxy): + particles_twin_proxy.set_fov(18e-9) + assert particles_twin_proxy.get_fov() == pytest.approx(18e-9) diff --git a/tests/test_digital_twin_tilt.py b/tests/test_digital_twin_tilt.py index 70c0981c..8374ffb1 100644 --- a/tests/test_digital_twin_tilt.py +++ b/tests/test_digital_twin_tilt.py @@ -203,7 +203,6 @@ def fake_multislice(atoms, imsize): "BM-Ceta", "Half", frame_combining=2, - electron_counting=True, ) ) diff --git a/tests/test_llm_device.py b/tests/test_llm_device.py index d4d976a9..a6689646 100644 --- a/tests/test_llm_device.py +++ b/tests/test_llm_device.py @@ -26,6 +26,16 @@ def setup_llm_stubs(): system_msg_cls = type("SystemMessage", (base_msg_cls,), { "__init__": lambda self, content: setattr(self, "content", content), }) + ai_msg_cls = type("AIMessage", (base_msg_cls,), { + "__init__": lambda self, content, tool_calls=None: ( + setattr(self, "content", content) or setattr(self, "tool_calls", tool_calls or []) + ), + }) + tool_msg_cls = type("ToolMessage", (base_msg_cls,), { + "__init__": lambda self, content, tool_call_id=None: ( + setattr(self, "content", content) or setattr(self, "tool_call_id", tool_call_id) + ), + }) langchain_core = types.ModuleType("langchain_core") lc_tools = types.ModuleType("langchain_core.tools") @@ -34,6 +44,8 @@ def setup_llm_stubs(): lc_messages.BaseMessage = base_msg_cls lc_messages.HumanMessage = human_msg_cls lc_messages.SystemMessage = system_msg_cls + lc_messages.AIMessage = ai_msg_cls + lc_messages.ToolMessage = tool_msg_cls langchain_core.tools = lc_tools langchain_core.messages = lc_messages @@ -75,6 +87,7 @@ def setup_llm_stubs(): setup_llm_stubs() from asyncroscopy.mcp.llm import Agent, LLM +from langchain_core.messages import AIMessage, HumanMessage, SystemMessage, ToolMessage # --------------------------------------------------------------------------- @@ -321,4 +334,119 @@ async def fake_stream(executor, messages, agent_label=""): asyncio.run(device._run_swarm("scan now")) assert len(captured_messages) == 1 - assert captured_messages[0].content == "scan now" \ No newline at end of file + assert captured_messages[0].content == "scan now" + + +class TestOpenAIMessagesToLangchain: + def test_user_message_becomes_human_message(self): + [msg] = LLM._openai_messages_to_langchain([{"role": "user", "content": "hi"}]) + assert isinstance(msg, HumanMessage) + assert msg.content == "hi" + + def test_system_message_becomes_system_message(self): + [msg] = LLM._openai_messages_to_langchain([{"role": "system", "content": "be careful"}]) + assert isinstance(msg, SystemMessage) + assert msg.content == "be careful" + + def test_assistant_message_without_tool_calls(self): + [msg] = LLM._openai_messages_to_langchain([{"role": "assistant", "content": "done"}]) + assert isinstance(msg, AIMessage) + assert msg.content == "done" + assert msg.tool_calls == [] + + def test_assistant_message_with_tool_calls_parses_arguments(self): + [msg] = LLM._openai_messages_to_langchain([{ + "role": "assistant", + "content": "", + "tool_calls": [{ + "id": "call_1", + "type": "function", + "function": {"name": "acquire_image", "arguments": '{"detector": "haadf"}'}, + }], + }]) + assert isinstance(msg, AIMessage) + assert msg.tool_calls == [{"name": "acquire_image", "args": {"detector": "haadf"}, "id": "call_1"}] + + def test_tool_message_becomes_tool_message(self): + [msg] = LLM._openai_messages_to_langchain([{ + "role": "tool", "tool_call_id": "call_1", "content": "stem_image_HAADF_x.h5", + }]) + assert isinstance(msg, ToolMessage) + assert msg.content == "stem_image_HAADF_x.h5" + assert msg.tool_call_id == "call_1" + + def test_unknown_role_falls_back_to_human_message(self): + [msg] = LLM._openai_messages_to_langchain([{"role": "weird", "content": "??"}]) + assert isinstance(msg, HumanMessage) + + def test_missing_content_defaults_to_empty_string(self): + [msg] = LLM._openai_messages_to_langchain([{"role": "user"}]) + assert msg.content == "" + + +class TestLangchainMessageToOpenAI: + def test_plain_text_message(self): + message = AIMessage(content="hello there") + result = LLM._langchain_message_to_openai(message) + assert result == {"role": "assistant", "content": "hello there"} + + def test_message_with_tool_calls_encodes_arguments_as_json_string(self): + message = AIMessage(content="", tool_calls=[{"name": "acquire_image", "args": {"n": 1}, "id": "call_9"}]) + result = LLM._langchain_message_to_openai(message) + assert result["tool_calls"] == [{ + "id": "call_9", + "type": "function", + "function": {"name": "acquire_image", "arguments": '{"n": 1}'}, + }] + + def test_tool_call_missing_id_gets_a_fallback(self): + message = AIMessage(content="", tool_calls=[{"name": "acquire_image", "args": {}, "id": ""}]) + result = LLM._langchain_message_to_openai(message) + assert result["tool_calls"][0]["id"] == "call_0" + + +class TestComplete: + def test_returns_tool_call_decision(self): + device = _make_llm() + response = AIMessage(content="", tool_calls=[{"name": "acquire_image", "args": {}, "id": "call_1"}]) + bound_model = AsyncMock() + bound_model.ainvoke.return_value = response + device._model = MagicMock() + device._model.bind_tools.return_value = bound_model + + request = { + "messages": [{"role": "user", "content": "acquire an image"}], + "tools": [{"type": "function", "function": {"name": "acquire_image"}}], + } + result = json.loads(asyncio.run(device.Complete(json.dumps(request)))) + + assert result["message"]["tool_calls"][0]["function"]["name"] == "acquire_image" + device._model.bind_tools.assert_called_once_with(request["tools"]) + + def test_skips_bind_tools_when_no_tools_given(self): + device = _make_llm() + response = AIMessage(content="hi there") + device._model = AsyncMock() + device._model.ainvoke.return_value = response + + request = {"messages": [{"role": "user", "content": "hi"}]} + result = json.loads(asyncio.run(device.Complete(json.dumps(request)))) + + assert result["message"]["content"] == "hi there" + device._model.ainvoke.assert_called_once() + + def test_invalid_json_returns_error_payload(self): + device = _make_llm() + result = json.loads(asyncio.run(device.Complete("not json"))) + assert "error" in result + assert "message" in result["error"] + + def test_model_exception_returns_error_payload(self): + device = _make_llm() + device._model = AsyncMock() + device._model.ainvoke.side_effect = RuntimeError("model unavailable") + + request = {"messages": [{"role": "user", "content": "hi"}]} + result = json.loads(asyncio.run(device.Complete(json.dumps(request)))) + + assert result["error"]["message"] == "model unavailable" \ No newline at end of file diff --git a/tests/test_mcp_server.py b/tests/test_mcp_server.py index 08b71be3..9fa78668 100644 --- a/tests/test_mcp_server.py +++ b/tests/test_mcp_server.py @@ -23,7 +23,9 @@ sys.path.insert(0, str(Path(__file__).resolve().parents[1])) -from asyncroscopy.mcp.mcp_server import MCPServer +from fastmcp.tools import ToolResult + +from asyncroscopy.mcp.mcp_server import COMMAND_TIMEOUT_MILLIS, MCPServer def mcp_kwargs(**overrides): @@ -542,3 +544,126 @@ def record_tool(method): server.setup(print_summary=False) assert set(calls) == {"get_data_from_key", "list_devices"} + + +class TestMCPCommandTimeout: + def test_find_tools_raises_proxy_timeout_above_tango_default(self, monkeypatch) -> None: + class FakeDb: + def get_device_exported(self, pattern): + return type("Result", (), {"value_string": ["asyncroscopy/twin/default"]})() + + timeouts = [] + + class FakeProxy: + def __init__(self, name): + self.name = name + + def set_timeout_millis(self, millis): + timeouts.append(millis) + + def info(self): + return type("Info", (), {"dev_class": "Twin"})() + + def command_list_query(self): + return [] + + monkeypatch.setattr("asyncroscopy.mcp.mcp_server.Database", lambda host, port: FakeDb()) + monkeypatch.setattr("asyncroscopy.mcp.mcp_server.DeviceProxy", FakeProxy) + + server = MCPServer("test", "localhost", 1234, **mcp_kwargs(), verbose=False) + server._find_tools() + + assert timeouts == [COMMAND_TIMEOUT_MILLIS] + assert COMMAND_TIMEOUT_MILLIS > 3000 + + +class TestMCPSpectrumPreview: + png_magic = b"\x89PNG\r\n\x1a\n" + + def test_spectrum_png_labeled_and_unlabeled(self) -> None: + labeled = MCPServer._spectrum_to_png_bytes( + np.array([0.5, 0.3, 0.2]), ["Au", "Pt", "Fe"] + ) + unlabeled = MCPServer._spectrum_to_png_bytes(np.arange(64, dtype=np.float64)) + + assert labeled[: len(self.png_magic)] == self.png_magic + assert unlabeled[: len(self.png_magic)] == self.png_magic + + def test_element_labels_parse_json_and_reject_malformed(self) -> None: + assert MCPServer._element_labels({"elements": '["Au", "Pt"]'}) == ["Au", "Pt"] + assert MCPServer._element_labels({"elements": ["Fe"]}) == ["Fe"] + assert MCPServer._element_labels({"elements": "not json"}) is None + assert MCPServer._element_labels({"elements": [1, 2]}) is None + assert MCPServer._element_labels({}) is None + + def test_acquire_spectrum_result_gains_png_preview(self, monkeypatch) -> None: + monkeypatch.setattr("asyncroscopy.mcp.mcp_server.Database", lambda host, port: None) + + class FakeSpectrum: + metadata = {"elements": json.dumps(["Au", "Pt", "Fe"])} + + def read(self): + return np.array([0.5, 0.3, 0.2]) + + class FakeContainer(dict): + metadata: dict = {} + + node = FakeContainer(spectrum=FakeSpectrum()) + + class FakeDataProxy: + def get_config(self): + return json.dumps({"uri": "http://microscope:9091"}) + + monkeypatch.setattr( + "asyncroscopy.mcp.mcp_server.DeviceProxy", lambda address: FakeDataProxy() + ) + monkeypatch.setattr( + "asyncroscopy.mcp.mcp_server.from_uri", lambda uri: {"spectrum_eds.h5": node} + ) + + server = MCPServer("test", "localhost", 1234, **mcp_kwargs(), verbose=False) + result = server._augment_with_preview("acquire_spectrum", "spectrum_eds.h5") + + assert isinstance(result, ToolResult) + assert result.structured_content == {"result": "spectrum_eds.h5"} + image_blocks = [ + block for block in result.content if getattr(block, "type", "") == "image" + ] + assert len(image_blocks) == 1 + assert base64.b64decode(image_blocks[0].data)[: len(self.png_magic)] == self.png_magic + + def test_spectrum_preview_failure_names_the_reason(self, monkeypatch) -> None: + monkeypatch.setattr("asyncroscopy.mcp.mcp_server.Database", lambda host, port: None) + + class FakeContainer(dict): + metadata: dict = {} + + class FakeDataProxy: + def get_config(self): + return json.dumps({"uri": "http://microscope:9091"}) + + monkeypatch.setattr( + "asyncroscopy.mcp.mcp_server.DeviceProxy", lambda address: FakeDataProxy() + ) + monkeypatch.setattr( + "asyncroscopy.mcp.mcp_server.from_uri", + lambda uri: {"spectrum_eds.h5": FakeContainer()}, + ) + + server = MCPServer("test", "localhost", 1234, **mcp_kwargs(), verbose=False) + result = server._augment_with_preview("acquire_spectrum", "spectrum_eds.h5") + + assert isinstance(result, ToolResult) + assert result.structured_content == {"result": "spectrum_eds.h5"} + texts = [getattr(block, "text", "") for block in result.content] + assert any("image preview unavailable" in text for text in texts) + assert any("no 1D dataset" in text for text in texts) + + def test_unrelated_commands_keep_plain_results(self, monkeypatch) -> None: + monkeypatch.setattr("asyncroscopy.mcp.mcp_server.Database", lambda host, port: None) + + server = MCPServer("test", "localhost", 1234, **mcp_kwargs(), verbose=False) + + assert server._augment_with_preview("get_stage", "[0.0,0.0]") == "[0.0,0.0]" + assert server._augment_with_preview("acquire_spectrum", "") == "" + assert server._augment_with_preview("acquire_spectrum", 42) == 42 diff --git a/tests/test_polycrystalline_gold_digital_twin.py b/tests/test_polycrystalline_gold_digital_twin.py new file mode 100644 index 00000000..455d7a66 --- /dev/null +++ b/tests/test_polycrystalline_gold_digital_twin.py @@ -0,0 +1,47 @@ +from types import SimpleNamespace + +import numpy as np + +from asyncroscopy.instruments.electron_microscope.polycrystalline_gold_digital_twin import PolycrystallineGoldDigitalTwin + + +def test_atomistic_grain_recipe_is_deterministic(): + sample_a = SimpleNamespace(volume_size_xy_nm=20.0, volume_thickness_nm=5.0, grain_size_angstrom=15.0, empty_grain_fraction=0.10, lattice_constant_angstrom=4.08, zone_axis_max_index=2, zone_axis_max_deviation_deg=2.0, acceleration_voltage_ev=200_000.0, convergence_angle_mrad=30.0) + sample_b = SimpleNamespace(volume_size_xy_nm=20.0, volume_thickness_nm=5.0, grain_size_angstrom=15.0, empty_grain_fraction=0.10, lattice_constant_angstrom=4.08, zone_axis_max_index=2, zone_axis_max_deviation_deg=2.0, acceleration_voltage_ev=200_000.0, convergence_angle_mrad=30.0) + PolycrystallineGoldDigitalTwin._generate_sample(sample_a, 41) + PolycrystallineGoldDigitalTwin._generate_sample(sample_b, 41) + + assert np.array_equal(sample_a._grain_centers, sample_b._grain_centers) + assert sample_a._grain_angles == sample_b._grain_angles + assert all(np.array_equal(rotation_a, rotation_b) for rotation_a, rotation_b in zip(sample_a._grain_rotations, sample_b._grain_rotations)) + assert sample_a._empty_grain_indices == sample_b._empty_grain_indices + assert sample_a._all_sample_elements == ["Au"] + + +def test_all_grains_are_within_two_degrees_of_a_primitive_zone_axis(): + sample = SimpleNamespace(volume_size_xy_nm=20.0, volume_thickness_nm=5.0, grain_size_angstrom=15.0, empty_grain_fraction=0.10, lattice_constant_angstrom=4.08, zone_axis_max_index=2, zone_axis_max_deviation_deg=2.0, acceleration_voltage_ev=200_000.0, convergence_angle_mrad=30.0) + PolycrystallineGoldDigitalTwin._generate_sample(sample, 41) + + assert all(max(axis) <= 2 and np.gcd.reduce(axis) == 1 for axis in sample._grain_zone_axes) + assert all(0.0 <= offset <= 2.0 for offset in sample._grain_zone_offsets) + aligned_directions = [rotation @ (np.asarray(axis) / np.linalg.norm(axis)) for axis, rotation in zip(sample._grain_zone_axes, sample._grain_rotations)] + actual_offsets = [np.degrees(np.arccos(np.clip(direction[2], -1.0, 1.0))) for direction in aligned_directions] + assert all(offset <= 2.0 for offset in actual_offsets) + assert all(parameter.zone_axis == sample._grain_zone_axes[index] for index, parameter in enumerate(sample._region_parameters)) + assert all(parameter.zone_offset_deg == sample._grain_zone_offsets[index] for index, parameter in enumerate(sample._region_parameters)) + + +def test_atomistic_twin_has_no_voxel_size_property(): + assert not hasattr(PolycrystallineGoldDigitalTwin, "voxel_size_nm") + + +def test_raw_sample_potential_is_reused_for_an_unchanged_view(): + sample = SimpleNamespace(volume_size_xy_nm=4.0, volume_thickness_nm=1.0, grain_size_angstrom=10.0, empty_grain_fraction=0.15, lattice_constant_angstrom=4.08, zone_axis_max_index=2, zone_axis_max_deviation_deg=2.0, acceleration_voltage_ev=200_000.0, convergence_angle_mrad=30.0, _fov=2e-9, _stage_position=np.zeros(5)) + sample._sync_stage_from_proxy = lambda: None + PolycrystallineGoldDigitalTwin._generate_sample(sample, 41) + + first = PolycrystallineGoldDigitalTwin._raw_sample_potential(sample, 32) + second = PolycrystallineGoldDigitalTwin._raw_sample_potential(sample, 32) + + assert second is first + assert sample._raw_potential_cache_hits == 1 diff --git a/tests/test_process_manager.py b/tests/test_process_manager.py index 76ea6c87..b202c06e 100644 --- a/tests/test_process_manager.py +++ b/tests/test_process_manager.py @@ -133,6 +133,9 @@ def mock_kill(pid, sig): killed_pids.append((pid, sig)) monkeypatch.setattr(process_manager.os, "kill", mock_kill) + if os.name != "nt": + monkeypatch.setattr(process_manager.os, "getpgid", lambda pid: pid) + monkeypatch.setattr(process_manager.os, "killpg", mock_kill) time_vals = [100.0, 102.0, 100.0, 102.0] monkeypatch.setattr(process_manager.time, "time", lambda: time_vals.pop(0) if time_vals else 200.0) @@ -205,6 +208,8 @@ def mock_kill(pid, sig): monkeypatch.setattr(subprocess, "run", lambda cmd, **kwargs: FakeCompletedProcess()) monkeypatch.setattr(os, "kill", mock_kill) + monkeypatch.setattr(os, "getpgid", lambda pid: pid) + monkeypatch.setattr(os, "killpg", mock_kill) count = manager.stop_processes_on_port(9094) assert count == 2 diff --git a/tests/test_run_segmentation.py b/tests/test_run_segmentation.py new file mode 100644 index 00000000..b51250ab --- /dev/null +++ b/tests/test_run_segmentation.py @@ -0,0 +1,74 @@ +from pathlib import Path + +import pytest + +from startup_scripts import run_segmentation + + +class FakeDatabase: + def __init__(self) -> None: + self.device = None + self.properties = None + + def add_device(self, device) -> None: + self.device = device + + def put_device_property(self, name: str, properties: dict) -> None: + self.properties = (name, properties) + + +def test_load_config(tmp_path: Path) -> None: + config_path = tmp_path / "segmentation.yaml" + config_path.write_text( + """tango: + host: gpu-host + port: 9094 +data_device_address: asyncroscopy/data/default +model_size: facebook/sam2-hiera-large +compute_device: cuda +device_timeout_seconds: 120 +""", + encoding="utf-8", + ) + config = run_segmentation.load_config(config_path) + + assert config.tango == run_segmentation.TangoConfig("gpu-host", 9094) + assert config.data_device_address == "asyncroscopy/data/default" + assert config.model_size == "facebook/sam2-hiera-large" + assert config.compute_device == "cuda" + + +def test_register_device(monkeypatch) -> None: + database = FakeDatabase() + monkeypatch.setattr( + run_segmentation.tango, + "Database", + lambda host, port: database, + ) + + class FakeDeviceInfo: + pass + + monkeypatch.setattr(run_segmentation.tango, "DbDevInfo", FakeDeviceInfo) + config = run_segmentation.SegmentationConfig( + tango=run_segmentation.TangoConfig("localhost", 9094) + ) + + run_segmentation.register_device(config) + + assert database.device.server == "SEGMENTATION/segment_instance" + assert database.device._class == "SEGMENTATION" + assert database.device.name == "asyncroscopy/segment/default" + assert database.properties == ( + "asyncroscopy/segment/default", + { + "data_device_address": ["asyncroscopy/data/default"], + "model_size": ["facebook/sam2-hiera-large"], + "compute_device": ["auto"], + }, + ) + + +def test_missing_config(tmp_path: Path) -> None: + with pytest.raises(FileNotFoundError): + run_segmentation.load_config(tmp_path / "missing.yaml") diff --git a/tests/test_run_servers.py b/tests/test_run_servers.py index bae88e58..0e4b745a 100644 --- a/tests/test_run_servers.py +++ b/tests/test_run_servers.py @@ -104,6 +104,19 @@ def test_load_tilt_twin_config_includes_simulation_properties(): assert properties["stage_device_address"] == ["asyncroscopy/stage/default"] +def test_load_particle_twin_config_uses_renamed_module(): + config = run_servers.load_config( + run_servers.PROJECT_DIR / "configs" / "digital_twin_particles.yaml" + ) + properties = run_servers.instrument_properties(config) + + assert config.instrument.class_name == "DigitalTwinParticles" + assert config.instrument.module_name.endswith("digital_twin_particles") + assert properties["world_imsize"] == ["128"] + assert properties["data_device_address"] == ["asyncroscopy/data/default"] + assert properties["stage_device_address"] == ["asyncroscopy/stage/default"] + + def test_load_mcp_config(): config = run_mcp.load_config(run_mcp.PROJECT_DIR / "configs" / "mcp.yaml") diff --git a/tests/test_segment.py b/tests/test_segment.py new file mode 100644 index 00000000..3a685173 --- /dev/null +++ b/tests/test_segment.py @@ -0,0 +1,145 @@ +from __future__ import annotations + +from types import SimpleNamespace + +import numpy as np +import pytest + +from asyncroscopy.mcp.segment import ( + SEGMENTATION, + _label_areas, + _prepare_image, + _read_first_array, +) + + +class ArrayNode: + def __init__(self, array: np.ndarray): + self.array = array + + def read(self) -> np.ndarray: + return self.array + + +class GroupNode: + def __init__(self, children: dict[str, object]): + self.children = children + + def keys(self): + return self.children.keys() + + def __getitem__(self, key: str): + return self.children[key] + + +def test_read_first_array_walks_tiled_groups_deterministically() -> None: + first = np.arange(4).reshape(2, 2) + node = GroupNode( + { + "z-last": ArrayNode(np.ones((2, 2))), + "a-first": GroupNode({"image": ArrayNode(first)}), + } + ) + + np.testing.assert_array_equal(_read_first_array(node), first) + + +def test_prepare_image_normalizes_without_cv2_or_pillow() -> None: + image = np.array([[0.0, 1.0], [2.0, np.nan]], dtype=np.float32) + + prepared = _prepare_image(image) + + assert prepared.shape == (2, 2, 3) + assert prepared.dtype == np.uint8 + np.testing.assert_array_equal(prepared[..., 0], prepared[..., 1]) + np.testing.assert_array_equal(prepared[..., 1], prepared[..., 2]) + + +def test_prepare_image_rejects_non_image_arrays() -> None: + with pytest.raises(ValueError, match="2-D grayscale or RGB"): + _prepare_image(np.zeros((2, 3, 4, 5))) + + +def test_label_areas_returns_one_based_uint32_labels() -> None: + large = np.array([[True, True], [True, False]]) + small = np.array([[False, True], [False, False]]) + + labels = _label_areas( + [ + {"segmentation": large, "area": 3, "predicted_iou": 0.8}, + {"segmentation": small, "area": 1, "predicted_iou": 0.9}, + ], + (2, 2), + ) + + assert labels.dtype == np.uint32 + np.testing.assert_array_equal(labels, np.array([[1, 2], [1, 0]], dtype=np.uint32)) + + +def test_area_statistics_match_one_based_label_ids() -> None: + device = SimpleNamespace() + mask = np.array([[True, True], [False, False]]) + + stats, centroids = SEGMENTATION.area_statistics( + device, + [{"segmentation": mask, "area": 2, "predicted_iou": 0.75}], + ) + + assert stats[0]["id"] == 1 + assert stats[0]["area_px"] == 2 + assert stats[0]["confidence"] == 0.75 + assert centroids == [[0.5, 0.0]] + assert device._n_areas == 1 + + +def test_segment_writes_labels_to_tiled_and_returns_key(monkeypatch) -> None: + source = np.arange(16, dtype=np.float32).reshape(4, 4) + mask = np.zeros((4, 4), dtype=bool) + mask[1:3, 1:3] = True + areas = [{"segmentation": mask, "area": 4, "predicted_iou": 0.9}] + + class FakeDataProxy: + def get_config(self) -> str: + return '{"uri": "http://tiled.example"}' + + class FakeTiledClient: + writes: list[tuple[np.ndarray, str, dict]] = [] + + def write_array(self, labels, *, key, metadata) -> None: + self.writes.append((labels, key, metadata)) + + data_proxy = FakeDataProxy() + tiled = FakeTiledClient() + monkeypatch.setattr( + "asyncroscopy.mcp.segment.from_uri", + lambda uri, api_key=None: tiled, + ) + device = SimpleNamespace( + _get_data_proxy=lambda: data_proxy, + _load_image_from_key=lambda key, proxy: source, + segment_image=lambda image: areas, + area_statistics=lambda masks: ([{"id": 1}], [[1.5, 1.5]]), + model_size="facebook/sam2-hiera-large", + error_stream=lambda message: None, + ) + + output_key = SEGMENTATION.segment(device, "source-image.h5") + + assert output_key.startswith("segmentation_") + assert len(tiled.writes) == 1 + labels, key, metadata = tiled.writes[0] + assert key == output_key + assert metadata["source_data_key"] == "source-image.h5" + assert metadata["model"] == "facebook/sam2-hiera-large" + np.testing.assert_array_equal( + labels, + np.array( + [ + [0, 0, 0, 0], + [0, 1, 1, 0], + [0, 1, 1, 0], + [0, 0, 0, 0], + ], + dtype=np.uint32, + ), + )