4.6 Article

Decentralized formation pose estimation for spacecraft swarms

Journal

ADVANCES IN SPACE RESEARCH
Volume 67, Issue 11, Pages 3527-3545

Publisher

ELSEVIER SCI LTD
DOI: 10.1016/j.asr.2020.06.016

Keywords

Swarm localization; Spacecraft swarm; Large scale estimation; Decentralized estimation

Funding

  1. Jet Propulsion Laboratory, California Institute of Technology
  2. National Aeronautics and Space Administration
  3. National Science Foundation Graduate Research Fellowship [DGE 1745301]

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The paper introduces a decentralized, scalable algorithm for spacecraft swarms, which effectively addresses the challenges posed by increasing number of spacecraft and changing communication and sensing networks. The algorithm employs a local estimation approach and integrates distributed consensus algorithm to provide a reliable solution for navigation, control, and motion planning of spacecraft swarms.
For spacecraft swarms, the multi-agent localization algorithm must scale well with the number of spacecraft and adapt to timevarying communication and relative sensing networks. In this paper, we present a decentralized, scalable algorithm for swarm localization, called the Decentralized Pose Estimation (DPE) algorithm. The DPE considers both communication and relative sensing graphs and defines an observable local formation. Each spacecraft jointly localizes its local subset of spacecraft using direct and communicated measurements. Since the algorithm is local, the algorithm complexity does not grow with the number of spacecraft in the swarm. As part of the DPE, we present the Swarm Reference Frame Estimation (SRFE) algorithm, a distributed consensus algorithm to co-estimate a common Local-Vertical, Local-Horizontal (LVLH) frame. The DPE combined with the SRFE provides a scalable, fully-decentralized navigation solution that can be used for swarm control and motion planning. Numerical simulations and experiments using Caltech?s robotic spacecraft simulators are presented to validate the effectiveness and scalability of the DPE algorithm. ? 2020 COSPAR. Published by Elsevier Ltd. All rights reserved.

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