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SINGULAR SETS AND DYNAMIC PROPERTIES OF BILINEAR CONTROL SYSTEMS

机译:双线性控制系统的奇异集和动力学性质

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摘要

The paper deals with qualitative methods of investigation of dynamic systems with control. Classification of singular sets of two-dimensional bilinear control systems is proposed. Constructive criteria of the presence of different kinds of singular sets in the phase portrait are obtained. The dependence of dynamic properties of systems such as oscillation, stability, instability, and controllability on the types of singular sets is investigated. Analytical conditions under which analysis of the above properties is relatively simple are obtained.
机译:本文研究了带有控制的动态系统的定性研究方法。提出了二维双线性控制系统奇异集的分类。获得相画像中不同种类奇异集的存在的构造标准。研究了系统的动力学特性,如振荡,稳定性,不稳定性和可控制性,对奇异集类型的依赖。获得了上述特性的分析相对简单的分析条件。

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