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Transient response of vibration systems with viscous-hysteretic mixed damping using Hilbert transform and effective eigenvalues

机译:使用Hilbert变换和有效特征值的具有粘滞滞回混合阻尼的振动系统的瞬态响应

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This paper presents the time response of a mixed vibration system with the viscous damping and the hysteretic damping. There are two ways to derive the time response of such a vibration system. One is an analytical method, using the contour integral of complex functions to compute the inverse Fourier transforms. The other is an approximate method in which the analytic functions derived by Hilbert transform are expressed in the state space representation, and only the effective eigenvalues are used to efficiently compute the transient response. The unit impulse responses of the two methods are compared and the change in the damping properties which depend on the viscous and hysteretic damping values is investigated. The results showed that the damping properties of a mixed damping vibration system do not present themselves as a linear combination of damping properties.
机译:本文提出了具有粘滞阻尼和滞后阻尼的混合振动系统的时间响应。有两种方法可以得出这种振动系统的时间响应。一种是分析方法,它使用复杂函数的轮廓积分来计算傅里叶逆变换。另一种是近似方法,其中在状态空间表示中表示由希尔伯特变换得出的解析函数,并且仅使用有效特征值来有效地计算瞬态响应。比较了两种方法的单位冲激响应,并研究了取决于粘性和滞后阻尼值的阻尼特性的变化。结果表明,混合阻尼振动系统的阻尼特性并不表现为阻尼特性的线性组合。

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