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Standardizability and H-2-Optimization of Sampled-Data Systems with Multiple Delays

机译:具有多个延迟的采样数据系统的标准化和H-2优化

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This paper introduces the concept of generalized standard sampled-data systems with delay S-g and considers a class of multidimensional sampled-data systems that are equivalent to a certain system S-g. Such systems are called standardizable. Necessary and sufficient standardizability conditions are established. For the system S-g and standardizable systems, the H-2-optimization problem is solved using the Wiener-Hopf method. As demonstrated below, the H-2-optimization problem for a standardizable system with multiple delays is reduced to a similar problem for a standard system with single delay, which significantly simplifies calculations and qualitative analysis of the H-2-optimal system.
机译:本文介绍了具有延迟S-G的广义标准采样数据系统的概念,并考虑一类等同于某个系统S-G的多维采样数据系统。 这些系统称为可标准化。 建立了必要和充分的可标记条件。 对于系统S-G和标准化系统,使用Wiener-Hopf方法解决了H-2优化问题。 如下所示,具有多个延迟的可标记系统的H-2优化问题被降低到具有单延迟的标准系统的类似问题,从而显着简化了H-2最优系统的计算和定性分析。

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