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On the Bilimovich System with inhomogeneous non-stationary nonholonomic relation

机译:在与非稳定性非公立关系中的Bilimovich系统

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The paper will consider the Bilimovich system, which can be considered as one of the examples with nonholonomic non-stationary inhomogeneous relation. We consider the case when there is no energy integral. The behavior of the system is quite complex, and strange attractors appear. Poincaré maps and dynamic mode maps are constructed and studied.
机译:本文将考虑Bilimovich系统,可以被认为是非文科非静止不均匀关系的示例之一。我们考虑没有能量积分的情况。系统的行为非常复杂,并且出现了奇怪的吸引子。构建和研究了Poincaré地图和动态模式地图。

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