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Asymmetric Solutions of SDOF System with Wire Rope Vibration Isolator Subjected to Harmonic Excitation

机译:谐波激励下带有钢丝绳隔振器的SDOF系统的非对称解

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摘要

A new modification of homotopy analysis method (HAM) is proposed for capturing asymmetric solutions of wire rope isolation systems. Analytical expressions of asymmetric solutions to wire rope isolation systems are obtained. A dynamic system with quadratic polynomial restoring force is investigated specifically. Then the analytical results are applied to a single-degree-of-freedom (SDOF) system with wire rope vibration isolator to investigate the response curve and other dynamic characteristics. The analytical approximations match satisfactorily with the numerical results. The presented analytical approximation is a useful method to derive the response curves and examine limit cycles without resorting to numerical simulations.
机译:提出了一种新的同态分析方法(HAM),用于捕获钢丝绳隔离系统的非对称解。得到了钢丝绳隔离系统非对称解的解析表达式。具体研究了具有二次多项式恢复力的动态系统。然后将分析结果应用于带有钢丝绳隔振器的单自由度(SDOF)系统,以研究响应曲线和其他动态特性。解析近似值与数值结果令人满意地匹配。提出的解析近似值是导出响应曲线和检查极限环的有用方法,而无需借助数值模拟。

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