There are limitations to the analytical methods which may be used to select the optimum parameters of a control system using iterative optimization techniques. These methods tend to optimize systems only with respect to certain types of performance criteria and only for a limited class of input signals. Present iterative optimization methods are unable to handle directly the analytical stability conditions for systems linearized by the describing function method. A method of incorporating these stability conditions into the many optimization procedures which use the gradients of stability constraints is shown, and an example of its use in the design of a compensator in a nonlinear control system is also presented. © 1982 Butterworth & Co. (Publishers) Ltd.
|Number of pages||7|
|Journal||Applied Mathematical Modelling|
|Publication status||Published - Feb 1982|
- numerical analysis
- systems analysis