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Stability margin optimization via interpolation and conformal mappings

机译:通过插值和保形映射优化稳定性裕度

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摘要

Many interesting problems of robust stabilization can be solved using the complex function theoretic approach of Khargonekar and Tannenbaum (1985). This method is based on the construction of a conformal mapping which reduces the original robust stabilization problem to a Nevanlinna-Pick interpolation problem. The main difficulty of this approach lies in the construction the conformal mapping. The authors present a new numerical algorithm to construct such conformal mappings. Then they demonstrate its effectiveness in the synthesis of optimal gain-phase margin controllers.
机译:使用Khargonekar和Tannenbaum(1985)的复函数理论方法可以解决鲁棒稳定的许多有趣问题。此方法基于共形映射的构造,该共形映射将原始的鲁棒稳定问题简化为Nevanlinna-Pick插值问题。这种方法的主要困难在于构造共形映射。作者提出了一种新的数值算法来构造这种共形映射。然后他们证明了其在最佳增益相位裕量控制器综合中的有效性。

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