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A new method of global validity is developed that determines the optimal pulsed periodic operation. This type of periodic operation is particularly attractive since it is the easiest to implement. The method is based on the Carleman approximation of the nonlinear plant equations and of a general nonlinear performance measure. An attractively simple explicit formula is derived for the general nonlinear...
Results in support of a class of steady-state adaptive optimization algorithms are presented. It is first proved that a local dynamic model with suitable functional form and "correct" parameter values has the same optimum steady state as the true process, provided that the true process optimum occurs at a point where the gradient of the performance measure vanishes. The functional form needed...
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