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The continuous Poincare-like cell mapping method and its application to nonlinear dynamics analysis of a bearing-rotor system

机译:连续庞加莱样单元映射方法及其在轴承-转子系统非线性动力学分析中的应用

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摘要

Based on the idea of continuous cell mapping, an improved Poincare-like cell mapping method is developed. This method can be used for global analysis of nonlinear dynamic systems without missing the periodic solutions and the domains ofattraction. A bearing-rotor system is analyzed by using this method, and the influences of initial conditions on transient movement are discussed in detail.
机译:基于连续细胞作图的思想,提出了一种改进的庞加莱样细胞作图方法。该方法可用于非线性动力学系统的全局分析,而不会丢失周期解和吸引域。利用这种方法对轴承-转子系统进行了分析,并详细讨论了初始条件对瞬态运动的影响。

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