Modeling of the Multiply Connected Controlled Dynamical Systems

O. Druzhinina, E. A. Kaledina, O. Masina, V. N. Shchennikov, E. V. Shchennikova
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Abstract

The continuous and hybrid models of the multiply connected dynamical systems are studied on the basis of the stabilization conditions. The algorithms for the numerical solving of the stabilization problems are developed and the results of computer experiments are performed. The main methods of study are the simulation method based on a two-level stabilization scheme, the Lyapunov vector functions method and numerical methods for solving systems of differential equations.
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多连接受控动力系统的建模
在稳定条件的基础上,研究了多连通动力系统的连续模型和混合模型。提出了稳定问题的数值求解算法,并给出了计算机实验结果。主要研究方法有基于两级稳定方案的仿真方法、李雅普诺夫向量函数法和求解微分方程组的数值方法。
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