diff --git a/docs/index.rst b/docs/index.rst index 8d3cb82a..35e53f82 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -49,6 +49,7 @@ Documentation contents convert_coords masks pyfai + motor_based_geometry .. toctree:: :caption: Development diff --git a/docs/motor_based_geometry.ipynb b/docs/motor_based_geometry.ipynb new file mode 100644 index 00000000..83ee6e3a --- /dev/null +++ b/docs/motor_based_geometry.ipynb @@ -0,0 +1,171 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "9d3674f8", + "metadata": {}, + "source": [ + "# Motor-based geometry\n", + "\n", + "The configuration of some multi-module detectors can be adjusted by moving certain groups, such as quadrants, with motors. In this case, we need to update the geometry we use in data analysis according to changes in motor position." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "fce89120", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from extra_geom import AGIPD_1MGeometry\n", + "from extra_geom.motors import AGIPD_1MMotors" + ] + }, + { + "cell_type": "markdown", + "id": "eadf5304", + "metadata": {}, + "source": [ + "Define reference geometry and motor positions and instantiate the motor tracker" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0d9ebca8", + "metadata": {}, + "outputs": [], + "source": [ + "ref_geom = AGIPD_1MGeometry.from_quad_positions([\n", + " (-542, 660), (-608, -35), (534, -221), (588, 474)\n", + "])\n", + "tracker = AGIPD_1MMotors(ref_geom)" + ] + }, + { + "cell_type": "markdown", + "id": "372113ca", + "metadata": {}, + "source": [ + "Define changes in motor positions and get a new geometry" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "0641f91e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "motor_pos_diff = [[0, 0], [-10, 4], [2, 5], [-5, -2]]\n", + "geom = tracker.move_geom_by(motor_pos_diff)\n", + "\n", + "geom.compare(ref_geom)" + ] + }, + { + "cell_type": "markdown", + "id": "5c796183", + "metadata": {}, + "source": [ + "The reference geometry can be defined together with corresponding motor positions (reference positions)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "990618a2", + "metadata": {}, + "outputs": [], + "source": [ + "ref_motor_positions = [[10, 10], [10, 10], [10, 10], [10, 10]]\n", + "tracker = AGIPD_1MMotors(ref_geom, ref_motor_positions)" + ] + }, + { + "cell_type": "markdown", + "id": "e6aa74d9", + "metadata": {}, + "source": [ + "In this case, a new geometry can be generated for the absolute positions of the motors." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "0b7795dc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "motor_pos_actual = [[10, 10], [0, 14], [12, 15], [5, 8]]\n", + "geom = tracker.geom_at(motor_pos_actual)\n", + "\n", + "geom.compare(ref_geom)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/extra_geom/base.py b/extra_geom/base.py index d50ad5e7..86dac398 100644 --- a/extra_geom/base.py +++ b/extra_geom/base.py @@ -7,6 +7,7 @@ from .crystfel_fmt import write_crystfel_geom from .snapped import GridGeometryFragment, SnappedGeometry +from .motors import read_motors_from_geom class GeometryFragment: @@ -326,7 +327,16 @@ def from_crystfel_geom(cls, filename): metadata['crystfel']['bad'] = adjusted_bad_regions - return cls(modules, filename=filename, metadata=metadata) + geom = cls(modules, filename=filename, metadata=metadata) + + with open(filename, 'r') as f: + try: + geom.motor_positions = read_motors_from_geom(f) + except ValueError: + # Motors are not found, ignore + pass + + return geom def write_crystfel_geom(self, filename, *, data_path=None, diff --git a/extra_geom/crystfel_fmt.py b/extra_geom/crystfel_fmt.py index 4498bec0..d93c7930 100644 --- a/extra_geom/crystfel_fmt.py +++ b/extra_geom/crystfel_fmt.py @@ -15,6 +15,7 @@ ; ; See: http://www.desy.de/~twhite/crystfel/manual-crystfel_geometry.html +{motors} {paths} {frame_dim} res = {resolution} ; pixels per metre @@ -73,12 +74,26 @@ def frag_to_crystfel(fragment, p, a, ss_slice, fs_slice, dims, pixel_size): min_fs=fs_slice.start, max_fs=fs_slice.stop - 1, ss_vec=_crystfel_format_vec(fragment.ss_vec / pixel_size), - fs_vec=_crystfel_format_vec(fragment.fs_vec/ pixel_size), + fs_vec=_crystfel_format_vec(fragment.fs_vec / pixel_size), corner_x=c[0], corner_y=c[1], coffset=fragment.corner_pos[2], ) + +def motors_to_geom(positions): + """Prints the motor positions in the text format.""" + positions = np.array(positions) + n_groups, n_motors = positions.shape + meta_lines = [f";XGEOM MOTORS={n_groups},{n_motors}"] + meta_lines += [ + f";XGEOM MOTOR_Q{q+1}=" + ",".join( + (str(positions[q, m]) for m in range(n_motors)) + ) for q in range(n_groups) + ] + return "\n".join(meta_lines) + "\n" + + def write_crystfel_geom( self, filename, *, data_path='/entry_1/instrument_1/detector_1/data', @@ -106,6 +121,12 @@ def write_crystfel_geom( else: photon_energy_str = 'photon_energy = {}'.format(photon_energy) + motor_positions = getattr(self, "motor_positions", None) + if motor_positions is None: + motors = "" + else: + motors = motors_to_geom(motor_positions) + # Get the frame dimension tile_dims = {} @@ -151,7 +172,8 @@ def write_crystfel_geom( resolution=resolution, adu_per_ev=adu_per_ev_str, clen=clen_str, - photon_energy=photon_energy_str + photon_energy=photon_energy_str, + motors=motors, )) f.write(format_bad_regions( bad_regions, @@ -163,12 +185,13 @@ def write_crystfel_geom( for chunk in panel_chunks: f.write(chunk) + def format_bad_regions(bad_regions: dict, mod_ss_pixels: int, layout_2d=False): lines = [] for name, d in bad_regions.items(): if d['is_fsss']: if layout_2d: - modno = int(re.match("p(\d+)a\d+", d['panel'])[1]) + modno = int(re.match(r"p(\d+)a\d+", d['panel'])[1]) mod_offset = modno * mod_ss_pixels min_ss = d['min_ss'] + mod_offset max_ss = d['max_ss'] + mod_offset @@ -192,6 +215,7 @@ def format_bad_regions(bad_regions: dict, mod_ss_pixels: int, layout_2d=False): ] return "\n".join(lines) + def get_rigid_groups(geom, nquads=4): """Create string for rigid groups definition.""" diff --git a/extra_geom/detectors.py b/extra_geom/detectors.py index 4af36c1f..10785afd 100644 --- a/extra_geom/detectors.py +++ b/extra_geom/detectors.py @@ -10,6 +10,7 @@ from .base import DetectorGeometryBase, GeometryFragment from .snapped import isinstance_no_import + class GenericGeometry(DetectorGeometryBase): """A generic detector layout based either on the CrystFEL geom file or on a set of parameters. @@ -485,8 +486,8 @@ def from_origin(cls, origin=(0, 0), asic_gap=None, panel_gap=None, """ origin = np.asarray(origin) * unit px_conversion = unit / cls.pixel_size - asic_gap = 2 if (asic_gap is None) else asic_gap * px_conversion - panel_gap = (16, 30) if (panel_gap is None) else np.asarray(panel_gap) * px_conversion + asic_gap = 2 if (asic_gap is None) else asic_gap * px_conversion + panel_gap = (16, 30) if (panel_gap is None) else np.asarray(panel_gap) * px_conversion panel_gap_x = panel_gap[0] * cls.pixel_size panel_gap_y = panel_gap[1] * cls.pixel_size diff --git a/extra_geom/motors.py b/extra_geom/motors.py new file mode 100644 index 00000000..b33478e9 --- /dev/null +++ b/extra_geom/motors.py @@ -0,0 +1,211 @@ +import numpy as np + + +def read_motors_from_geom(text): + """Reads the motor positions from the text format.""" + if isinstance(text, str): + import io + file = io.StringIO(text) + else: + file = text + + meta = { + line[0]: line[2] + for line in ( + line[7:].partition('=') + for line in file if line.startswith(";XGEOM ") + ) + } + try: + n_groups, n_motors = (int(n) for n in meta["MOTORS"].split(',')) + except KeyError: + raise ValueError("MOTORS record is not found") + except ValueError: + raise ValueError( + "Invalid MOTORS format, expected two comma-separated integers") + + positions = [] + for q in range(n_groups): + try: + key = f"MOTOR_Q{q+1}" + pos = [float(n) for n in meta[key].split(',')] + except KeyError: + raise ValueError(key + " record is not found") + except ValueError: + raise ValueError( + f"Invalid {key} format, expected {n_motors} " + "comma-separated floats") + if len(pos) != n_motors: + raise ValueError( + f"Wrong length of {key}, expected {n_motors} floats") + + positions.append(pos) + + return np.array(positions) + + +class BaseMotorTracker: + """Detector motor tracker updates geometry according to motor positions. + """ + def __init__(self, ref_geom, ref_motor_positions=None): + """ + Creates motor tracker instance. + + This constructor creates the motor tracker instance. The reference + motor positions may be given explisitly with parameter (in mm). + Otherwise they will be taken from reference geometry. If reference + geometry has no motor positions as well, the tracker instance is + created without reference motor positions. + + Parameters + ---------- + ref_geom: one of `extra_geom.DetectorGeometryBase` implementation + Geometry + ref_motor_positions: array or sequence + Reference motor positions (in mm) + """ + self.motor_axes = self.default_motor_axes + self.num_groups, _, self.num_motors = self.motor_axes.shape + if self.num_groups != len(self.groups): + raise ValueError( + "The len of groups does not match the len of axes") + + self.motor_position_shape = (self.num_groups, self.num_motors) + self.motor_axes_shape = self.motor_axes.shape + + if ref_motor_positions is None: + ref_motor_positions = getattr(ref_geom, "motor_positions", None) + else: + ref_motor_positions = np.array(ref_motor_positions, copy=True) + if ref_motor_positions.shape != self.motor_position_shape: + raise ValueError(f"Expects array{self.motor_position_shape}: " + f"{self.num_groups} groups moving by " + f"{self.num_motors} motor each.") + + self.ref_geom = ref_geom + self.ref_motor_positions = ref_motor_positions + + def with_motor_axes(self, new_motor_axes): + """Get the motor tracker with new motor axes. + + This returns a new motor tracker with given transformation matrices + of motor positions in the positions of detector panels. + + :: + (h, v) - local motor coordinates + (x, y) - laboratory cooridnates (looking downstream) + (hx, hy) - the axis of horizontal motor in laboratory coordinates + (vx, vy) - the axis of vertical motor in laboratory coordinates + + |x| _ | hx vx | |h| + |y| ‾ | hy vy | |v| + + Parameters + ---------- + new_motor_axes: array or list + New matrices of motor axes (transformation matrices). The matrices + are expected as three dimention array of the number of movable + groups (quadrants) by the number of panel coordinates (two) by + the number of motors per group. + """ + new_motor_axes = np.array(new_motor_axes, copy=True) + if new_motor_axes.shape != self.motor_axes_shape: + raise ValueError(f"Expects array{self.motor_axes_shape}: " + f"{self.num_groups} groups moving by " + f"{self.num_motors} motor each.") + + tracker = self.__class__(self.ref_geom) + tracker.ref_motor_positions = self.ref_motor_positions + tracker.motor_axes = new_motor_axes + return tracker + + def geom_at(self, motor_positions): + """Get geometry for absolute motor positions + + This returns a new geometry according to the given motor positions + (in mm) with respect to the reference motor positions, and set + the `motor_positions` member of the generated geometry to the new + motor positions. + + If the reference motor positions are not set, raises ValueError. + + Parameters + ---------- + motor_positions: array or list + New motor positions (in mm) as array of the number of movable + groups (quadrants) by the number of motor per group. + + Returns + ------- + geometry: the same class `ref_geom` + a new geometry + """ + if self.ref_motor_positions is None: + raise ValueError( + "Define `ref_motor_position` to use this method") + + motor_positions = np.array(motor_positions, copy=True) + + if motor_positions.shape != self.motor_position_shape: + raise ValueError(f"Expects array{self.motor_position_shape}: " + f"{self.num_groups} groups moving by " + f"{self.num_motors} motor each.") + + motor_diff = motor_positions - self.ref_motor_positions + new_geom = self._move_by(1e-3 * motor_diff) + new_geom.motor_positions = motor_positions + return new_geom + + def move_geom_by(self, motor_diff): + """Get geometry for changes of motor positions. + + This returns a new geometry according to the relative changes + of motor positions (in mm) from the reference geometry. + The generated geometry has no `motor_positions` member. + + Parameters + ---------- + motor_diff: array or list + Changes of motor positions (in mm) as array of the number of + movable groups (quadrants) by the number of motor per group. + + Returns + ------- + geometry: the same class `ref_geom` + a new geometry + """ + motor_diff = np.array(motor_diff) + if motor_diff.shape != self.motor_position_shape: + raise ValueError(f"Expects array{self.motor_position_shape}: " + f"{self.num_groups} groups moving by " + f"{self.num_motors} motor each.") + return self._move_by(1e-3 * motor_diff) + + def _move_by(self, motor_diff): + """Moves reference geometry relative current position.""" + new_geom = self.ref_geom.offset((0, 0)) + for i in range(self.num_groups): + det_diff = self.motor_axes[i] @ motor_diff[i] + new_geom = new_geom.offset( + det_diff, modules=self.groups[i]) + return new_geom + + +class AGIPD_1MMotors(BaseMotorTracker): + # groups of modules driven by motors together + # Q1, Q2, Q3, Q4 + groups = [ + np.s_[0:4], np.s_[4:8], np.s_[8:12], np.s_[12:16], + ] + + # transformation matrix (h,v) -> (x,y), where + # (h, v) - local motor coordinates + # (x, y) - laboratory cooridnates (looking downstream) + # | hx vx | |h| + # | hy vy | |v| + default_motor_axes = np.array([ + [[-1, 0], [0, -1]], # Q1 + [[-1, 0], [0, +1]], # Q2 + [[+1, 0], [0, +1]], # Q3 + [[+1, 0], [0, -1]], # Q4 + ]) diff --git a/extra_geom/tests/test_motors.py b/extra_geom/tests/test_motors.py new file mode 100644 index 00000000..cd9930bf --- /dev/null +++ b/extra_geom/tests/test_motors.py @@ -0,0 +1,128 @@ +import numpy as np +import pytest +from extra_geom import AGIPD_1MGeometry +from extra_geom.crystfel_fmt import motors_to_geom +from extra_geom.motors import (AGIPD_1MMotors, BaseMotorTracker, + read_motors_from_geom) + +motor_text_template = """\ +;XGEOM MOTORS={num_groups},{num_motors} +;XGEOM MOTOR_Q1={q1m1},{q1m2} +;XGEOM MOTOR_Q2={q2m1},{q2m2} +;XGEOM MOTOR_Q3={q3m1},{q3m2} +;XGEOM MOTOR_Q4={q4m1},{q4m2} +""" + + +class InvalidMotorTracker(BaseMotorTracker): + groups = [ + np.s_[0:4], np.s_[4:8], + ] + default_motor_axes = np.array([ + [[-1, 0], [0, -1]], # Q1 + ]) + + +def test_move_geom_by(): + quad_pos = [(-525, 625), (-550, -10), (520, -160), (542.5, 475)] + quad_pos_new = [(-530, 635), (-555., -20.), (525., -170.), (547.5, 485.)] + motor_pos = [[1, -2], [1, -2], [1, -2], [1, -2]] + + geom = AGIPD_1MGeometry.from_quad_positions(quad_pos) + tracker = AGIPD_1MMotors(geom) + geom2 = tracker.move_geom_by(motor_pos) + + np.testing.assert_allclose(geom2.quad_positions(), quad_pos_new) + + with pytest.raises(ValueError): + tracker.move_geom_by([[1, -2]] * 3) + + +def test_geom_at(): + quad_pos = [(-525, 625), (-550, -10), (520, -160), (542.5, 475)] + quad_pos_new = [(-530, 635), (-555., -20.), (525., -170.), (547.5, 485.)] + motor_ref = [[0, 0], [0, 0], [0, 0], [0, 0]] + motor_pos = [[1, -2], [1, -2], [1, -2], [1, -2]] + + geom = AGIPD_1MGeometry.from_quad_positions(quad_pos) + + tracker = AGIPD_1MMotors(geom) + with pytest.raises(ValueError): + tracker.geom_at(motor_pos) + + tracker = AGIPD_1MMotors(geom, motor_ref) + geom2 = tracker.geom_at(motor_pos) + + np.testing.assert_allclose(geom2.quad_positions(), quad_pos_new) + + geom.motor_positions = np.array(motor_ref) + tracker = AGIPD_1MMotors(geom) + geom2 = tracker.geom_at(motor_pos) + + np.testing.assert_allclose(geom2.quad_positions(), quad_pos_new) + + with pytest.raises(ValueError): + tracker.geom_at([[1, -2]] * 3) + + +def test_read_write_motors(): + motor_pos = [[1, -2], [1, -2], [1, -2], [1, -2]] + motor_param = { + f"q{i // 2 + 1}m{i % 2 + 1}": motor_pos[i // 2][i % 2] + for i in range(8) + } + motor_param.update({ + "num_groups": len(motor_pos), + "num_motors": len(motor_pos[0]), + }) + motor_text_reference = motor_text_template.format(**motor_param) + + motor_text = motors_to_geom(motor_pos) + assert motor_text_reference == motor_text + + motor_pos_read = read_motors_from_geom(motor_text) + np.testing.assert_allclose(motor_pos, motor_pos_read) + + motor_invalid_param = motor_param.copy() + motor_invalid_param["num_groups"] = 'a' + motor_text = motor_text_template.format(**motor_invalid_param) + with pytest.raises(ValueError): + read_motors_from_geom(motor_text) + + motor_invalid_param = motor_param.copy() + motor_invalid_param["q2m2"] = 'a' + motor_text = motor_text_template.format(**motor_invalid_param) + with pytest.raises(ValueError): + read_motors_from_geom(motor_text) + + motor_invalid_param = motor_param.copy() + motor_invalid_param["q2m2"] = "0,0" + motor_text = motor_text_template.format(**motor_invalid_param) + with pytest.raises(ValueError): + read_motors_from_geom(motor_text) + + motor_text = motor_text_template.format(**motor_param) + motor_text = '\n'.join(motor_text.split('\n')[:-2] + [""]) + with pytest.raises(ValueError): + read_motors_from_geom(motor_text) + + +def test_other_methods(): + quad_pos = [(-525, 625), (-550, -10), (520, -160), (542.5, 475)] + quad_pos_new = [(-520, 615), (-545., 0.), (515., -150.), (537.5, 465.)] + motor_pos = [[1, -2], [1, -2], [1, -2], [1, -2]] + + geom = AGIPD_1MGeometry.from_quad_positions(quad_pos) + with pytest.raises(ValueError): + InvalidMotorTracker(geom) + + with pytest.raises(ValueError): + AGIPD_1MMotors(geom, [[1, -2]] * 3) + + tracker = AGIPD_1MMotors(geom) + with pytest.raises(ValueError): + tracker.with_motor_axes(InvalidMotorTracker.default_motor_axes) + + tracker2 = tracker.with_motor_axes(AGIPD_1MMotors.default_motor_axes * -1) + geom2 = tracker2.move_geom_by(motor_pos) + np.testing.assert_allclose(geom2.quad_positions(), quad_pos_new)