A Model-Free Continuous Integral Sliding Mode Controller for Robust Control of Robotic Manipulators

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Date

2023

Journal Title

Journal ISSN

Volume Title

Publisher

Intelektual Pustaka Media Utama

Open Access Color

GOLD

Green Open Access

Yes

OpenAIRE Downloads

7

OpenAIRE Views

4

Publicly Funded

No
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Average
Influence
Average
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Average

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Journal Issue

Abstract

This paper proposes a model-free continuous integral sliding mode controller for robust control of robotic manipulators. The highly nonlinear dynamics of robots and load disturbances cause control challenges. To achieve tracking control under load disturbances and nonlinear parameter variations, the controller is constructed with three continuous terms including an integral term that acts as an adaptive controller. The proposed controller is able to accomplish a non-overshoot transient response, a short settling time, and strong disturbance rejection performance for robotic manipulators. The developed model-free control method is implemented on the PUMA 560 robotic manipulator, and its performance is compared with the proportional-derivative (PD) plus gravity controller. Numerical results under measurement noise and load disturbances are provided in order to show the efficacy, validity, and feasibility of the method. © 2024 Elsevier B.V., All rights reserved.

Description

Keywords

Model-Free Control, Robot Control, Robotic Manipulators, Robust Control, Sliding Mode Control, robotic manipulators, Sliding mode control, Robust control, sliding mode control, Robotic manipulators, Model-free control, model-free control, robust control, robot control, Robot control

Fields of Science

0209 industrial biotechnology, 02 engineering and technology

Citation

WoS Q

N/A

Scopus Q

Q4
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OpenCitations Citation Count
1

Source

IAES International Journal of Robotics and Automation

Volume

12

Issue

1

Start Page

54

End Page

67
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Citations

Scopus : 2

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Mendeley Readers : 4

SCOPUS™ Citations

2

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Page Views

2

checked on Mar 06, 2026

Downloads

3

checked on Mar 06, 2026

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0.3752

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