Title :
Controller dynamic linearisation-based model-free adaptive control framework for a class of non-linear system
Author :
Yuanming Zhu ; Zhongsheng Hou
Author_Institution :
Key Lab. of Adv. Control & Optimization for Chem. Processes, East China Univ. of Sci. & Technol., Shanghai, China
Abstract :
Without the explicit process identification, the authors propose a model-free adaptive control framework for unknown plant by using the concept of equivalent dynamic linearisation controller. The controller has linear incremental structure and its local dynamics is equivalent to the ideal controller in theory. Hence, the problem of determining the structure of candidate controller is transformed to the problem of finding a sequence of local dynamic controllers to approximate the ideal controller. With the help of gradient information extracted from input and output (I/O) data of the plant, the optimal controller parameter sequence is generated by minimising a user-defined control criterion. This method gives a solution on how to determine the candidate controller structure. The controller design, parameter tuning and controller validation are based on I/O data of the plant. Hence, it could reduce the influence of internal disturbance or unmodelled dynamics. The effectiveness of the proposed method is illustrated by the simulation of a continuous polymerisation reaction process in a jacketed continuous stirred tank reactor system. Meanwhile, a simulation comparison is carried out to show the superiority of neural network data model in model-free adaptive control framework.
Keywords :
adaptive control; control system synthesis; linearisation techniques; nonlinear control systems; optimal control; I/O data; continuous polymerisation reaction process; controller design; controller dynamic linearisation-based model-free adaptive control framework; gradient information; input and output data; jacketed continuous stirred tank reactor system; linear incremental structure; local dynamic controller sequence; neural network data model; nonlinear system; optimal controller parameter sequence; parameter tuning; unknown plant; user-defined control criterion;
Journal_Title :
Control Theory & Applications, IET
DOI :
10.1049/iet-cta.2014.0743