基于广义幂函数极大值条件的控制空间分解的多模调节器综合

A. Kostoglotov, A. Agapov, S. Lazarenko
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引用次数: 0

摘要

多模式调节器的合成需要确定控制对象的操作模式,并考虑到在给定相空间区域内发生的过程的特征。对于每种模式,都提供了自己版本的控制律,这就导致了其结构和参数的合理选择问题。这类调节器的典型代表是比例-积分-微分调节器及其变体。众所周知,通过使用非线性调节器可以提高被控对象的效率。本文研究了一类基于组合极大值原理的非线性调节器,其工作模式可以根据广义幂函数的极大值条件对控制空间进行分解来确定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Synthesis of Multimode Regulators Based on the Decomposition of the Control Space Using the Maximum Condition of the Generalized Power Function
The synthesis of multi-mode regulators requires to determine of the modes of operation of control objects, taking into account the features of the processes occurring in a given region of phase space. For each mode, its own version of the control law is provided, which leads to the problem of reasonable selection of their structure and parameters. Typical representatives of this class of regulators are proportional-integral-differential regulators and their variations. It is known that the efficiency of controlled objects can be improved through the use of non-linear regulators. The paper considers such nonlinear regulators of the combined maximum principle, which operation modes can be determined based on the decomposition of the control space using the condition of the maximum of the generalized power function.
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