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Relative Motion Estimation Algorithm for Noncooperative Targets Considering Multiple Solutions of Rotational
Qiyang Hu1, Shunan Wu1, Fanchen Meng2
1School of Aeronautics and Astronautics, Shenzhen Campus of Sun Yat-sen University, Shenzhen 518107, China.
This study introduces a stereovision-based method for estimating the motion of noncooperative space targets. The approach resolves rotational ambiguities and estimates motion states, proving robust even with occlusions.
Area of Science:
- Robotics
- Spacecraft Engineering
- Computer Vision
Background:
- On-orbit servicing is crucial for space economics and safety.
- Estimating the relative motion of noncooperative targets presents significant challenges.
- Stereovision offers a promising approach for relative motion estimation.
Purpose of the Study:
- To develop a robust relative motion estimation scheme for noncooperative targets using stereovision.
- To address the challenge of multiple solutions in rotational parameter estimation.
- To accurately estimate full motion states and inertia parameters of targets.
Main Methods:
- Utilizing stereovision for relative motion estimation.
- Applying the least-square method and conservation of angular momentum to identify mass distribution.
- Resolving rotational ambiguities by determining a unique principal axis coordinate frame.
- Employing an extended Kalman filter (EKF) with global observability for state and parameter estimation.
Main Results:
- Successful estimation of relative motion states and inertia parameters for noncooperative targets.
- Demonstrated robustness of the proposed method against target occlusion.
- Verification of convergence performance through numerical simulations.
Conclusions:
- The developed stereovision-based scheme effectively estimates the motion of noncooperative targets.
- The method provides a unique solution for rotational parameters, overcoming common ambiguities.
- The extended Kalman filter approach ensures accurate state and parameter estimation, even under challenging conditions like occlusion.
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