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Autori principali: Tong, Xin, Ding, Qingpeng, Fang, Haiyang, Cheng, Shing Shin
Natura: Preprint
Pubblicazione: 2024
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Accesso online:https://arxiv.org/abs/2404.08326
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author Tong, Xin
Ding, Qingpeng
Fang, Haiyang
Cheng, Shing Shin
author_facet Tong, Xin
Ding, Qingpeng
Fang, Haiyang
Cheng, Shing Shin
contents This paper investigates the robust global attitude stabilization problem for a rigid-body system using quaternion-based feedback. We propose a novel synergistic hybrid feedback with the following notable features: (1) It demonstrates central synergism by utilizing a minimal number of potential functions; (2) It ensures consistency with respect to the unit quaternion representation of rigid-body attitude; (3) Its state-feedback laws incorporate a shared action term that steers the system toward the desired attitude. We demonstrate that the proposed hybrid feedback method effectively solves the problem at hand and guarantees robust uniform global asymptotic stability.
format Preprint
id arxiv_https___arxiv_org_abs_2404_08326
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle Quaternion-Based Attitude Stabilization Using Synergistic Hybrid Feedback With Minimal Potential Functions
Tong, Xin
Ding, Qingpeng
Fang, Haiyang
Cheng, Shing Shin
Systems and Control
This paper investigates the robust global attitude stabilization problem for a rigid-body system using quaternion-based feedback. We propose a novel synergistic hybrid feedback with the following notable features: (1) It demonstrates central synergism by utilizing a minimal number of potential functions; (2) It ensures consistency with respect to the unit quaternion representation of rigid-body attitude; (3) Its state-feedback laws incorporate a shared action term that steers the system toward the desired attitude. We demonstrate that the proposed hybrid feedback method effectively solves the problem at hand and guarantees robust uniform global asymptotic stability.
title Quaternion-Based Attitude Stabilization Using Synergistic Hybrid Feedback With Minimal Potential Functions
topic Systems and Control
url https://arxiv.org/abs/2404.08326