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On the existence of a stable periodic solution of an impacting oscillator with two fenders

机译:具有两个翼子板的振动子的稳定周期解的存在性

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A system that consists of a damped oscillator impacting two immovable fenders has been considered in this paper. In the first part a method of analytical determination of the existence of periodic solutions to the equations of motion and a method of analysis of the stability of these solutions have been presented. The results of the computations carried out by means of these methods have been illustrated by a few examples. In the second part of the paper, the results of some numerical investigations have been presented. The goal of these studies was to determine, in which regions of parameters characterizing the system, the motion of the oscillator is periodic and stable.
机译:本文考虑了一个由阻尼振子撞击两个固定挡泥板的系统。在第一部分中,提出了一种分析确定运动方程周期解的存在性的方法以及一种分析这些解的稳定性的方法。通过一些示例说明了通过这些方法执行的计算结果。在本文的第二部分,介绍了一些数值研究的结果。这些研究的目的是确定在表征系统特征的参数区域中,振荡器的运动是周期性且稳定的。

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