Abstract

A new enhanced adaptive fuzzy sliding mode control approach is proposed in this article with its good availability for application in control of a highly uncertain nonlinear two-link pneumatic artificial muscle manipulator. Stability demonstration of the robust convergence of the closed-loop pneumatic artificial muscle manipulator system based on a novel enhanced adaptive fuzzy sliding mode control is experimentally proved using Lyapunov stability theorem. Obtained result confirms that the new enhanced adaptive fuzzy sliding mode control method, applied to the two-link uncertain nonlinear pneumatic artificial muscle manipulator system, is fully investigated with better robustness and precision than the standard sliding mode control and fuzzy sliding mode control techniques.

Highlights

  • Up to now, it is evident to recognize the benefits of sliding mode control (SMC) related to maintain robust to uncertainties and external noises

  • Verify both fuzzy SMC (FSMC) algorithms[22,23] and the new advanced enhanced adaptive fuzzy sliding mode control (EAFSMC) algorithm related to two principal concepts: the flexibility of the fuzzy set in use and the results that EAFSMC adaptively and robustly ensures during the control of a highly nonlinear serial pneumatic artificial muscle (PAM) robot

  • The novel EAFSMC approach is able to adaptively estimate online the dynamic features of the 2-DOF serial PAM robot presented in equation (41)

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Summary

Introduction

It is evident to recognize the benefits of sliding mode control (SMC) related to maintain robust to uncertainties and external noises. Based on the abovementioned results this article introduces a novel enhanced adaptive fuzzy sliding mode control (EAFSMC) approach which will be tested on the highly nonlinear serial PAM robot. Verify both FSMC algorithms[22,23] and the new advanced EAFSMC algorithm related to two principal concepts: the flexibility of the fuzzy set in use and the results that EAFSMC adaptively and robustly ensures during the control of a highly nonlinear serial PAM robot It comparatively tests the availability of online tuning approach, the number of fuzzy if- laws installed of the new EAFSMC controller, the tracking precision performance, and the total time-consuming computation criteria, respectively.

Then the Lyapunov function candidate is described as
Proposed EAFSMC algorithm implementation
Proposed EAFSMC
Stability proof of the proposed EAFSMC algorithm
The derivative of Vj is determined as
Simulation results
Control results of the proposed EAFSMC method
Proposed EAFSMC Premise and consequence part
Conclusions
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