Design and optimal tuning of nonlinear PI compensators |
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| Authors: | S M Shahruz A L Schwartz |
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| Institution: | (1) Berkeley Engineering Research Institute, Berkeley, California;(2) Department of Electrical Engineering and Computer Sciences and Electronics Research Laboratory, University of California, Berkeley, California |
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| Abstract: | In this paper, linear time-invariant single-input single-output (SISO) systems that are stabilizable by linear proportional and integral (PI) compensators are considered. For such systems, a five-parameter nonlinear PI compensator is proposed. The parameters of the proposed compensator are tuned by solving an optimization problem. The optimization problem always has a solution.Additionally, a general nonlinear PI compensator is proposed and is approximated by easy-to-compute compensators, for instance, a six-parameter nonlinear PI compensator. The parameters of the approximate compensators are tuned to satisfy an optimality condition. The superiority of the proposed nonlinear PI compensators over linear PI compensators is discussed and is demonstrated for two feedback systems. |
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| Keywords: | Linear SISO systems nonlinear PI compensators tracking of step inputs optimal tuning of compensators rational approximations of functions exponential approximation of functions |
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