Friction Compensation Based Coprime Factorization for Nonlinear Systems

Friction is a powerful nonlinearity with discontinuity and uncertainty, and it is a significant obstacle to achieving high precision in control systems. In recent years, with the increasing demand for medical robots, high-precision positioning of robot arms is required. Since friction is an obstacle to high-precision control, friction compensation is essential. In this study, we propose a new approximation method for friction compensation and a method for compensating for uncertain friction based on coprime factorization. By using these two methods, we prove that the positioning error of the system is smaller than a finite user-set value λ.

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Published
2024-11-26
DOI
https://doi.org/10.1109/icamechs63130.2024.10818800
Primary Topic
Control Systems in Engineering
Type
article
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article

Friction Compensation Based Coprime Factorization for Nonlinear Systems

Tomoya Hoshina, Mingcong Deng
Control Systems in Engineering
article

Friction Compensation Based Coprime Factorization for Nonlinear Systems

Tomoya Hoshina, Mingcong Deng
article en

Abstract

Friction is a powerful nonlinearity with discontinuity and uncertainty, and it is a significant obstacle to achieving high precision in control systems. In recent years, with the increasing demand for medical robots, high-precision positioning of robot arms is required. Since friction is an obstacle to high-precision control, friction compensation is essential. In this study, we propose a new approximation method for friction compensation and a method for compensating for uncertain friction based on coprime factorization. By using these two methods, we prove that the positioning error of the system is smaller than a finite user-set value λ.

Tokyo University of Agriculture and Technology (JP)
Gender equality
Openalex Percentile: Top 74%
Control Systems in Engineering
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