Abstract

A filter and neural network (NN) based fault tolerant control (FTC) strategy is developed for a family of nonlinear systems expressed in strict feedback form in the event of unknown system dynamics and actuator failures. Specifically, adaptive neural network (ANN) is first utilized to facilitate the state observer design such that unmeasurable system states can be obtained. Note that ANN is only used when designing state observer instead of being used when designing controller. In our method, filter technique is introduced to construct virtual control inputs, which can not only reduce the adverse effects caused by ANN approximation errors and state estimation errors, but also deal with the expansion problem of the differential terms. Moreover, the fault tolerant tracking controller is designed by combining backstepping technique with the proposed NN with a novel weight updating law that is different from the above ANN. Theoretical analysis and simulation results demonstrate that the proposed FTC strategy can ensure that the tracking error converges to a small region of zero when there exist actuator faults and unknown system dynamics.

Highlights

  • Control design for nonlinear systems has long been an active topic, and has gained considerable attention

  • Control objective: The control objective of this work is to design a fault-tolerant controller for the nonlinear system (1) with unknown system states, unknown drift functions and actuator faults such that output tracking error can converge to a small neighborhood of the origin

  • NEURAL NETWORK-BASED FAULT-TOLERANT CONTROL DESIGN we develop a fault tolerant control (FTC) strategy for nonlinear system (1) with unknown drift functions, unmeasurable system states and actuator faults

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Summary

Introduction

Control design for nonlinear systems has long been an active topic, and has gained considerable attention. The existence of unknown system dynamics and actuator faults make the control design become more challenging. Various control strategies [1]–[4] have been reported to deal with the control problem for nonlinear systems. To accomplish control mission well, study effective and timely response control strategies is significant. In [5], second-order multi-aircraft systems were investigated, and an anti-disturbance sliding mode controller was presented to ensure the convergence of the closed-loop system with unknown disturbances. In [6], a disturbance rejection tracking control scheme was

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