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Merge pull request #324 from bitcraze/krichardsson/multi-bs-estimation
Improved multi bs estimation
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``` | ||
""" | ||
__pdoc__ = {} | ||
__pdoc__['cflib.localization'] = False | ||
__pdoc__['cflib.crtp.cflinkcppdriver'] = False |
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# -*- coding: utf-8 -*- | ||
# | ||
# ,---------, ____ _ __ | ||
# | ,-^-, | / __ )(_) /_______________ _____ ___ | ||
# | ( O ) | / __ / / __/ ___/ ___/ __ `/_ / / _ \ | ||
# | / ,--' | / /_/ / / /_/ /__/ / / /_/ / / /_/ __/ | ||
# +------` /_____/_/\__/\___/_/ \__,_/ /___/\___/ | ||
# | ||
# Copyright (C) 2022 Bitcraze AB | ||
# | ||
# This program is free software: you can redistribute it and/or modify | ||
# it under the terms of the GNU General Public License as published by | ||
# the Free Software Foundation, in version 3. | ||
# | ||
# This program is distributed in the hope that it will be useful, | ||
# but WITHOUT ANY WARRANTY; without even the implied warranty of | ||
# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the | ||
# GNU General Public License for more details. | ||
# | ||
# You should have received a copy of the GNU General Public License | ||
# along with this program. If not, see <http://www.gnu.org/licenses/>. | ||
from __future__ import annotations | ||
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import copy | ||
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import numpy as np | ||
import numpy.typing as npt | ||
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from cflib.localization.lighthouse_bs_vector import LighthouseBsVector | ||
from cflib.localization.lighthouse_types import LhCfPoseSample | ||
from cflib.localization.lighthouse_types import Pose | ||
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class LighthouseSystemScaler: | ||
"""This class is used to re-scale a system based on various measurements.""" | ||
@classmethod | ||
def scale_fixed_point(cls, bs_poses: dict[int, Pose], cf_poses: list[Pose], expected: npt.ArrayLike, | ||
actual: Pose) -> tuple[dict[int, Pose], list[Pose], float]: | ||
""" | ||
Scale a system based on a position in the physical world in relation to where it is in the estimated system | ||
geometry. Assume the system is aligned and simply use the distance to the points for scaling. | ||
:param bs_poses: a dictionary with the base station poses in the current reference frame | ||
:param cf_poses: List of CF poses | ||
:param expected: The real world position to use as reference | ||
:param actual: The estimated position in the current system geometry | ||
:return: a tuple containing a dictionary with the base station poses in the scaled system, | ||
a list of Crazyflie poses in the scaled system and the scaling factor | ||
""" | ||
expected_distance = np.linalg.norm(expected) | ||
actual_distance = np.linalg.norm(actual.translation) | ||
scale_factor = expected_distance / actual_distance | ||
return cls._scale_system(bs_poses, cf_poses, scale_factor) | ||
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@classmethod | ||
def scale_diagonals(cls, bs_poses: dict[int, Pose], cf_poses: list[Pose], matched_samples: list[LhCfPoseSample], | ||
expected_diagonal: float) -> tuple[dict[int, Pose], list[Pose], float]: | ||
""" | ||
Scale a system based on where base station "rays" intersects the lighthouse deck in relation to sensor | ||
positions. Calculates the intersection points for all samples and scales the system to match the expected | ||
distance between sensors on the deck. | ||
:param bs_poses: a dictionary with the base station poses in the current reference frame | ||
:param cf_poses: List of CF poses | ||
:param matched_samples: List of samples. Length must be the same as cf_poses. | ||
:return: a tuple containing a dictionary with the base station poses in the scaled system, | ||
a list of Crazyflie poses in the scaled system and the scaling factor | ||
""" | ||
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estimated_diagonal = cls._calculate_mean_diagonal(bs_poses, cf_poses, matched_samples) | ||
scale_factor = expected_diagonal / estimated_diagonal | ||
return cls._scale_system(bs_poses, cf_poses, scale_factor) | ||
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@classmethod | ||
def _scale_system(cls, bs_poses: dict[int, Pose], cf_poses: list[Pose], | ||
scale_factor: float) -> tuple[dict[int, Pose], list[Pose], float]: | ||
""" | ||
Scale poses of base stations and crazyflie samples. | ||
""" | ||
bs_scaled = {bs_id: copy.copy(pose) for bs_id, pose in bs_poses.items()} | ||
for pose in bs_scaled.values(): | ||
pose.scale(scale_factor) | ||
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cf_scaled = [copy.copy(pose) for pose in cf_poses] | ||
for pose in cf_scaled: | ||
pose.scale(scale_factor) | ||
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return bs_scaled, cf_scaled, scale_factor | ||
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@classmethod | ||
def _calculate_mean_diagonal(cls, bs_poses: dict[int, Pose], cf_poses: list[Pose], | ||
matched_samples: list[LhCfPoseSample]) -> float: | ||
""" | ||
Calculate the average diagonal sensor distance based on where the rays intersect the lighthouse deck | ||
""" | ||
diagonals: list[float] = [] | ||
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for cf_pose, sample in zip(cf_poses, matched_samples): | ||
for bs_id, vectors in sample.angles_calibrated.items(): | ||
diagonals.append(cls.calc_intersection_distance(vectors[0], vectors[3], bs_poses[bs_id], cf_pose)) | ||
diagonals.append(cls.calc_intersection_distance(vectors[1], vectors[2], bs_poses[bs_id], cf_pose)) | ||
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estimated_diagonal = np.mean(diagonals) | ||
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return estimated_diagonal | ||
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@classmethod | ||
def calc_intersection_distance(cls, vector1: LighthouseBsVector, vector2: LighthouseBsVector, | ||
bs_pose: Pose, cf_pose: Pose) -> float: | ||
"""Calculate distance between intersection points of rays on the plane defined by the lighthouse deck""" | ||
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intersection1 = cls.calc_intersection_point(vector1, bs_pose, cf_pose) | ||
intersection2 = cls.calc_intersection_point(vector2, bs_pose, cf_pose) | ||
distance = np.linalg.norm(intersection1 - intersection2) | ||
return distance | ||
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@classmethod | ||
def calc_intersection_point(cls, vector: LighthouseBsVector, bs_pose: Pose, cf_pose: Pose) -> npt.NDArray: | ||
"""Calculate the intersetion point of a lines and a plane. | ||
The line is the intersection of the two light planes from a base station, while the | ||
plane is defined by the lighthouse deck of the Crazyflie.""" | ||
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plane_base = cf_pose.translation | ||
plane_normal = np.dot(cf_pose.rot_matrix, (0.0, 0.0, 1.0)) | ||
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line_base = bs_pose.translation | ||
line_vector = np.dot(bs_pose.rot_matrix, vector.cart) | ||
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dist_on_line = np.dot((plane_base - line_base), plane_normal) / np.dot(line_vector, plane_normal) | ||
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return line_base + line_vector * dist_on_line |
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