液压衬套动态特性实测分析及集总参数模型研究

李 林;

振动与冲击 ›› 2013, Vol. 32 ›› Issue (22) : 183-188.

PDF(1900 KB)
PDF(1900 KB)
振动与冲击 ›› 2013, Vol. 32 ›› Issue (22) : 183-188.
论文

液压衬套动态特性实测分析及集总参数模型研究

  • 李 林1, 2
作者信息 +

Experimental study and lumped parameter modeling analysis of dynamic characteristics for hydraulic bushing

  • LI Lin1, 2
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文章历史 +

摘要

以轴、径向型两种结构形式液压衬套为研究对象,测试分析液压衬套动态特性及与激振频率、激振振幅关系,分别建立轴向型、径向型液压衬套动态特性分析的集总参数模型,计算激振振幅一定时液压衬套动刚度及滞后角与激振频率关系曲线。计算结果与实验值吻合较好,验证集总参数模型的正确性。基于所建集总参数模型,计算分析惯性通道数量及尺寸对液压衬套性能优化设计影响。

Abstract

Hydraulic bushing is a new kind of vibration isolator for automotive chassis system. Analysis and optimization of dynamic characteristics is an important link in the design and development of hydro-bushing. This paper focuses on axial and radial damping hydraulic bushing. The dynamic characteristics of the hydraulic bushing measured with different amplitude excitation. The lumped parameter (LP) models for hydro-bushing with different number of inertia tracks are proposed. The dynamic stiffness and loss angle of hydro-bushing with single inertia track are obtained from the LP model. Emphasis is placed on the identification of the system parameters of the LP model for hydro-bushing with single inertia track. The calculated dynamic performances of hydro-bushing are compared favorably with the experimental data, which validates the proposed models. The peak frequency of the hydro-bushing’s loss angle is derived from the LP model and expressed in an explicit form. With the increase of the number of inertia tracks, the peak frequency is backward moved. The analytical methods and conclusions are instructive for the design and the tuning of performance of the hydraulic bushing.



关键词

液压衬套 / 动态特性 / 集总参数模型 / 参数识别

Key words

hydraulic bushing / dynamic characteristic / lumped parameter model / parametric identification

引用本文

导出引用
李 林;. 液压衬套动态特性实测分析及集总参数模型研究[J]. 振动与冲击, 2013, 32(22): 183-188
LI Lin;. Experimental study and lumped parameter modeling analysis of dynamic characteristics for hydraulic bushing[J]. Journal of Vibration and Shock, 2013, 32(22): 183-188

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