Backstepping-based decentralized adaptive neural H∞ tracking control for a class of large-scale nonlinear interconnected systems

The decentralized tracking control methods for large-scale nonlinear systems are investigated in this paper. A backstepping-based robust decentralized adaptive neural H-infinity tracking control method is addressed for a class of large-scale strict feedback nonlinear systems with uncertain disturbances. Under the condition that the nonlinear interconnection functions in subsystems are unknown and mismatched, the decentralized adaptive neural network H(infinity )tracking controllers are designed based on backstepping technology. Neural networks are used to approximate the packaged multinomial including the unknown interconnections and nonlinear functions in the subsystems as well as the derivatives of the virtual controls. The effect of external disturbances and approximation errors is attenuated by H-infinity tracking performance. Whether the external disturbances occur or not, the output tracking errors of the closeloop system are guaranteed to be bounded. A practical example is provided to show the effectiveness of the proposed control approach. (C) 2018 The Franklin Institute. Published by Elsevier Ltd. All rights reserved.