A pole placement controller for nonlinear dynamic plants

Zhu, Q. and Guo, L. Z. (2002) A pole placement controller for nonlinear dynamic plants. Proceedings of the Institution of Mechanical Engineers, Part I: Journal of Systems and Control Engineering, 216 (6). pp. 467-476. ISSN 0959-6518 Available from: http://eprints.uwe.ac.uk/5911

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Publisher's URL: http://dx.doi.org/10.1177/095965180221600603


In this study a control-oriented model is proposed to represent a wide range of non-linear discrete-time dynamic plants. As a testimony to the efficiency of the model structure for control system design, a pole placement controller is designed for non-linear discrete-time plants. Mathematically the solution of the controller output is converted into resolving a polynomial equation in the current control term u(t), which significantly reduces the difficulties encountered in non-linear control system synthesis and computational complexities. The integrated procedure provides a straightforward methodology to use in linear control system design techniques when designing non-linear control systems. For a demonstration of the effectiveness of the proposed methodology used to deal with practical problems, pole placement controllers are designed for three non-linear plants, including the Hammerstein model, a laboratory-scale liquid level system and a continuous stirred tank reactor. The simulation results are presented with graphical illustrations.

Item Type:Article
Additional Information:This is the first time that the control oriented U-model has been proposed to facilitate nonlinear dynamical control system design. Several simulated applications are tested to demonstrate the effectiveness of the design procedure. This provides a significant potential for simplifying nonlinear control system design.
Uncontrolled Keywords:non-linear control systems, control oriented plant models, pole placement control
Faculty/Department:Faculty of Environment and Technology
ID Code:5911
Deposited By: R. Upload account
Deposited On:22 Jan 2010 15:10
Last Modified:14 Feb 2017 12:32

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