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The cascade backstepping controller design for supercavitating vehicle based on RBFNN observer

Aiming at the model uncertainty in design process of longitudinal motion control system of supercavitating vehicle, a backstepping controller is designed by combining with Radial Basis Function neural network (RBFNN). Considering that the environment of the supercavitating vehicle is complex during...

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Bibliographic Details
Published in:Ocean engineering 2023-09, Vol.283, p.115084, Article 115084
Main Authors: Zhao, Xinhua, Ma, Hongyu, Niu, Kaiyan
Format: Article
Language:English
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Summary:Aiming at the model uncertainty in design process of longitudinal motion control system of supercavitating vehicle, a backstepping controller is designed by combining with Radial Basis Function neural network (RBFNN). Considering that the environment of the supercavitating vehicle is complex during its traversal, it is not possible to measure all states directly. The calculation of planing force with nonlinear characteristics is related to vertical velocity, therefore, the accuracy of vertical velocity has impact on the value of planing force directly. A state observer is designed to estimate vertical velocity. In this paper, based on the backstepping method, the uncertain part of matrix coefficient in cascade control model of supercavitating vehicle is approximated by RBFNN. The output of the observer approximates the state variables, then, a depth tracking control law of the vehicle is obtained according to the observed values and the weight of neural network is calculated by Lyapunov function. Finally, it is proved that the control law can ensure the uniform ultimate boundedness of the closed-loop system. •Solve the model uncertainty in the design process of longitudinal motion control system of supercavitating vehicle.•Design state observer to estimate vertical velocity.•Approximate the uncertain part of matrix coefficient in the cascade control model of supercavitating vehicle by RBF neural network.•Calculate the weight of neural network by Lyapunov function.
ISSN:0029-8018
1873-5258
DOI:10.1016/j.oceaneng.2023.115084