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Chaotic Phenomena and Nonlinear Responses in a Vibroacoustic System

机译:振动声学系统中的混沌现象和非线性响应

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This study addresses the chaotic phenomena and nonlinear responses in a vibroacoustic system. It is the first study about the chaotic phenomena in a vibroacoustic system, which is formed by a flexible panel coupled with a cavity. A multimode formulation is developed from the acoustic governing equation and nonlinear structural governing equation. The chaotic and various nonlinear responses are computed from the multimode formulation using a numerical integration method. The results obtained from the proposed method and classical harmonic balance method are generally consistent. A set of modal convergence studies is performed to check the proposed method. The effects of various parameters on triggering the nonchaotic responses to chaotic responses in a vibroacoustic system are studied in detail.
机译:这项研究解决了振动声学系统中的混沌现象和非线性响应。这是关于振动声学系统中混沌现象的首次研究,该振动声学系统是由与腔体耦合的柔性面板形成的。从声学控制方程和非线性结构控制方程发展出一种多模公式。使用数值积分方法根据多模公式计算出混沌响应和各种非线性响应。从提出的方法和经典的谐波平衡方法获得的结果基本一致。进行了一组模态收敛研究以检验所提出的方法。详细研究了各种参数在振动声学系统中触发非混沌响应对混沌响应的影响。

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