基于振动模态分析的钢轨中超声导波传播特性数值计算方法

何存富;刘青青;焦敬品;刘飞;吴斌

振动与冲击 ›› 2014, Vol. 33 ›› Issue (3) : 9-13.

PDF(1610 KB)
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振动与冲击 ›› 2014, Vol. 33 ›› Issue (3) : 9-13.
论文

基于振动模态分析的钢轨中超声导波传播特性数值计算方法

  • 何存富 ,刘青青,焦敬品,刘飞,吴斌
作者信息 +

Numerical Method of Propagation Characteristics of Ultrasonic Guided Wave in rail Based on Vibration Mode Analysis

  • He Cunfu, Liu Qingqing, Jiao Jingpin, Liu Fei, Wu Bin
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文章历史 +

摘要

针对钢轨等复杂异型波导结构中超声导波频散特性难于求解的问题,本文通过振动模态分析提取出钢轨中超声导波传播特性。基于振动特征频率和波动解互相转化的原理,将振动模态分析获得的特征频率解,转换成波动解,进而提取出钢轨的频散特性。同时,还可以由结构振动分析中获得的变形信息,计算出超声导波的波结构。通过对计算出的钢轨中低阶超声导波模态频散特性和波结构分析,选择出适合钢轨无损检测的超声导波模态类型和频率范围,为后续专用超声导波传感器设计和检测实验提供理论支持。

Abstract

Since solving the dispersion characteristics of complex waveguide structure it’s difficult, such as rail, this paper takes the method of vibration modal analysis to extract the propagation characteristics of ultrasonic guided wave. Base on the principle that vibration characteristic frequency and wave solutions could transform into each other, the solutions of frequency characteristics obtained from vibration modal analysis convert into wave solutions, and then extract the dispersion characteristics of the rail. Deformation information from vibration analysis of structure, and wave structure of ultrasonic guided could be calculated. Analysis disperse information and wave structure information of low-level model ultrasonic guided wave, select the type of ultrasonic guided model and frequency range, all these will be used as a follow-up study of theoretical support of designing of special ultrasonic guided wave sensor and testing of experimental.


关键词

模态分析 / 特征频率法 / 钢轨 / 超声导波 / 频散特性 / 波结构

Key words

modal analysis / method of characteristic frequency / rail / ultrasonic guided wave / dispersion characteristics / wave structure

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导出引用
何存富;刘青青;焦敬品;刘飞;吴斌. 基于振动模态分析的钢轨中超声导波传播特性数值计算方法[J]. 振动与冲击, 2014, 33(3): 9-13
He Cunfu;Liu Qingqing;Jiao Jingpin;Liu Fei;Wu Bin. Numerical Method of Propagation Characteristics of Ultrasonic Guided Wave in rail Based on Vibration Mode Analysis[J]. Journal of Vibration and Shock, 2014, 33(3): 9-13

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