β Scribed by Seppo Pohjolainen
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π SIMILAR VOLUMES
A class of optimal control of systems with distributed parameters is considered. The process of the systems under consideration is governed by a linear parabolic partial differential equation. By use of the modal space technique, the optimal control of a distributed parameter system is simplified in
This paper studies the parameter identification problem of nonlinear abstract parabolic distributed parameter systems via variational method [1]. Based on the fundamental optimal control theory and the transposition method studied in [2], the existence of optimal parameter is proved, and the necessa
This paper deals with the design of a digital adaptive controller for a parabolic distributed parameter system. The space of inputs and the space of outputs are both one dimensional. After introducing an input-output representation, a digital adaptive control law is presented and analyzed.