Deep Learning for Robust Adaptive Inverse Control of Nonlinear Dynamic Systems: Improved Settling Time with an Autoencoder
Open Access
Abstract
An adaptive deep neural network is used in an inverse system identification setting to approximate the inverse of a nonlinear plant with the aim of constituting the plant controller by copying to the latter the weights and architecture of the converging deep neural network. This deep learning (DL) approach to the adaptive inverse control (AIC) problem is shown to outperform the adaptive filtering techniques and algorithms normally used in adaptive control, especially when in nonlinear plants. The deeper the controller, the better the inverse function approximation, provided that the nonlinear plant has an inverse and that this inverse can be approximated. Simulation results prove the feasibility of this DL-based adaptive inverse control scheme. The DL-based AIC system is robust to nonlinear plant parameter changes in that the plant output reassumes the value of the reference signal considerably faster than with the adaptive filter counterpart of the deep neural network. The settling and rise times of the step response are shown to improve in the DL-based AIC system.Keywords
All Related Versions
Funding Information
- Edith Cowan University
This publication has 26 references indexed in Scilit:
- Integration of Sensors in Control and Automation SystemsJournal of Sensors, 2017
- Artificial neural network based inverse model control of a nonlinear process2015
- Adaptive Inverse Control Using an Online Learning Algorithm for Neural NetworksInformatica, 2014
- Intelligent state estimation for fault tolerant nonlinear predictive controlJournal of Process Control, 2009
- Adaptive Control Tutorial2006
- Adaptive inverse control of linear and nonlinear systems using dynamic neural networksIEEE Transactions on Neural Networks, 2003
- Research on gain schedulingAutomatica, 2000
- Adaptation and learning using multiple models, switching, and tuningIEEE Control Systems, 1995
- Identification and control of dynamical systems using neural networksIEEE Transactions on Neural Networks, 1990
- Learning representations by back-propagating errorsNature, 1986