From gymnastics to virtual nonholonomic constraints: energy injection, dissipation, and regulation for the acrobot

Fuente: arXiv
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Main Authors: Moran-MacDonald, Adan, Maggiore, Manfredi, Wang, Xingbo
Format: Preprint
Published: 2024
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author Moran-MacDonald, Adan
Maggiore, Manfredi
Wang, Xingbo
author_facet Moran-MacDonald, Adan
Maggiore, Manfredi
Wang, Xingbo
contents In this article we study virtual nonholonomic constraints, which are relations between the generalized coordinates and momenta of a mechanical system that can be enforced via feedback control. We design a constraint which emulates gymnastics giant motion in an acrobot, and prove that this constraint can inject or dissipate energy based on the sign of a design parameter. The proposed constraint is tested both in simulation and experimentally on a real-world acrobot, demonstrating highly effective energy regulation properties and robustness to a variety of disturbances.
format Preprint
id arxiv_https___arxiv_org_abs_2410_08653
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle From gymnastics to virtual nonholonomic constraints: energy injection, dissipation, and regulation for the acrobot
Moran-MacDonald, Adan
Maggiore, Manfredi
Wang, Xingbo
Robotics
Optimization and Control
In this article we study virtual nonholonomic constraints, which are relations between the generalized coordinates and momenta of a mechanical system that can be enforced via feedback control. We design a constraint which emulates gymnastics giant motion in an acrobot, and prove that this constraint can inject or dissipate energy based on the sign of a design parameter. The proposed constraint is tested both in simulation and experimentally on a real-world acrobot, demonstrating highly effective energy regulation properties and robustness to a variety of disturbances.
title From gymnastics to virtual nonholonomic constraints: energy injection, dissipation, and regulation for the acrobot
topic Robotics
Optimization and Control
url https://arxiv.org/abs/2410.08653