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The Stochastic Response of a Class of Impact Systems Calculated by a New Strategy Based on Generalized Cell Mapping Method

机译:基于广义细胞映射方法计算的新策略计算的一类冲击系统的随机响应

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摘要

In this paper, a new strategy based on generalized cell mapping (GCM) method will be introduced to investigate the stochastic response of a class of impact systems. Significant difference of the proposed procedure lies in the choice of a novel impact-to-impact mapping, which is built to calculate the one-step transition probability matrix, and then, the probability density functions (PDFs) of the stochastic response can be obtained. The present strategy retains the characteristics of the impact systems, and is applicable to almost all types of impact systems indiscriminately. Further discussion proves that our strategy is reliable for different white noise excitations. Numerical simulations verify the efficiency and accuracy of the suggested strategy.
机译:本文将引入基于广义细胞映射(GCM)方法的新策略来研究一类冲击系统的随机响应。 所提出的程序的显着差异在于选择一种新的冲击冲击映射,这是为了计算一步转换概率矩阵,然后,可以获得随机响应的概率密度函数(PDF) 。 本战略保留了冲击系统的特点,适用于几乎所有类型的冲击系统。 进一步的讨论证明,我们的策略对于不同的白噪声激动是可靠的。 数值模拟验证了建议策略的效率和准确性。

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