INVESTIGADORES
SCAGLIA Gustavo Juan Eduardo
artículos
Título:
Linear Algebra Based Control: Application to a Second Order Chained FormSystem
Autor/es:
RODRIGUEZ, LEANDRO; CECILIA FERNÁNDEZ, M.; SANCHEZ, MABEL CRISTINA; GUSTAVO SCAGLIA
Revista:
IEEE LATIN AMERICA TRANSACTIONS
Editorial:
IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
Referencias:
Lugar: New York; Año: 2021
ISSN:
1548-0992
Resumen:
Control of underactuated systems with non-holonomic constraints has been an issue of interest in recent years. These systems are hard to control because their linearization makes them uncontrollable and current approaches generally involve complex calculations.In this manuscript,a controller for trajectory tracking and positioning for a second-order chained form system using a simple approach based on linear algebra is proposed.The control law is formulated by setting two of the six variables trajectories, while the other four are calculated assuming the equations system has an exact solution, and ensuring the error tendsto zero. The stability of the proposed control system is demonstrated through the KhalilLemma, and simulations show theperformance of the controller.
