Abstract
Examining adaptive controllers for a first order, linear, continuous time plant, with different estimators, and control laws, we obtain explicit solutions completely describing the nonliner behavior of the resultant adaptive systems. Some of these adaptive systems exhibit either finite time escapes, or other forms of unbounded behavior, due to a loss of stabilizability of the estimated model. Some fixes for the loss of stabilizability are analyzed. Implications of these results for the general indirect adaptive control case are discussed.
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