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首页> 外文期刊>Journal of Sound and Vibration >Investigation into the bistatic evolution of the acoustic scattering from a cylindrical shell using time-frequency analysis
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Investigation into the bistatic evolution of the acoustic scattering from a cylindrical shell using time-frequency analysis

机译:使用时频分析对圆柱壳声散射的双氨基散射的体育展开研究

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AbstractThe time and frequency analyses of the acoustic scattering by an elastic cylindrical shell in bistatic method show that the arrival times of the echoes and the resonance frequencies of the elastic waves propagating in and around the cylindrical shell are a function of the bistatic angle,β, between the emitter and receiver transducers. The aim of this work is to explain the observed results in time and frequency domains using time-frequency analysis and graphical interpretations. The performance of four widely used time-frequency representations, the Smoothed Pseudo Wigner-Ville (SPWV), the Spectrogram (SP), the reassignment SPWV, and the reassignment SP, are studied. The investigation into the evolution of the time-frequency plane as a function of the bistatic angleβshows that there are the waves propagating in counter-clockwise direction (labeled wave+) and the waves which propagate in clockwise direction (labeled waves?). In this paper the A,S0, andA1circumferential waves are investigated. The graphical interpretations are used to explain the formation mechanism of these waves and the acoustic scattering in monostatic and bistatic configurations. The delay between the echoes of the waves+ and those of the waves? is expressed in the case of the circumnavigating wave (Scholte-Stoneley wave). This study shows that the observed waves atβ=0<
机译:<![CDATA [ 抽象 通过在双基地方法显示的弹性圆柱壳的声散射的时间和频率分析了的到达时间回波和弹性波和周围的圆筒状的壳中传播的共振频率是双基角的函数,β,发射器和接收器的换能器之间。这个工作的目的是利用时间 - 频率分析和图形的解释,解释在时间和频率域中的观察结果。四个广泛使用的时频表示的性能,所述平滑伪维格纳(SPWV),该谱图(SP),重新分配SPWV,和重新分配SP,进行了研究。该调查的时间 - 频率平面的演变为双基角的函数β表明,有在反时针方向(标记为波+)传播波和波,在顺时针方向上传播(标记为波?)。在本文中的A,取值 0 A < CE:INF LOC = “POST”> 1 圆周波进行了研究。图形解释用来解释这些波的形成机理和在单基和双基构型的声散射。海浪的回声+和那些波之间的延迟?在环游波(斯科尔特-斯通利波)的情况下被表达。这项研究表明,观察到的电磁波在 β = 0 <

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