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Inversion of acoustical parameters of layered media.

机译:分层介质的声学参数反演。

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The inversion of acoustical parameters of layered media composed of three and four layers is considered. The three layered samples used are metal-clad specimens. The four-layered samples contain a thin layer of Mylar. The individual thicknesses range from 0.2 to 18 mm. The raw measurements consist of a reference signal across the immersion liquid and a received signal transmitted across or reflected from the layered media using normal-incidence wave propagation. The inversion procedure is carried out as follows. First, the virgin wave, the leading portion of the received signal that contains no internal reverberations, is reconstructed from the reference signal factored by a transmission coefficient T and shifted by a time {dollar}tau.{dollar} Then the difference in the least squares sense between the virgin wave and the reconstructed virgin wave is minimized to obtain estimates for T and {dollar}tau.{dollar} A sensitivity analysis revealed that {dollar}tau{dollar} is obtained with better precision than T.; Second, the measured transfer function is obtained from the ratio of the Fourier transforms of the received and reference time-domain signals. The magnitude of the transfer function shows sharp resonance peaks for the metal-clad specimens. The resonant frequencies where the peaks occur are measured in the range from 1 to 21 MHz. The model for the resonant frequencies for normal-incidence wave propagation across an N-layered medium depends on 2N parameters out of a total of 3N parameters (for example density, thickness, and wavespeed for each layer). By using the virgin wave parameter {dollar}tau,{dollar} one parameter out of the 2N parameters is written in terms of the remaining unknown {dollar}2N{lcub}-{rcub}1{dollar} parameters and the known parameter {dollar}tau.{dollar} Next, by minimizing in the least squares sense the difference between the measured and calculated resonant frequencies up to {dollar}2N{lcub}-{rcub}1{dollar} parameters are estimated. Assuming the densities are known, the inverted thicknesses and impedances are within {dollar}{lcub}pm{rcub}14 mu{dollar}m and {dollar}pm{dollar}5%, respectively, of the expected values. The sensitivities of the resonant frequencies to the acoustical parameters are studied. The confidence intervals for the estimated parameters are obtained. The deviations of the inverted parameters from expected values are consistent in magnitude with the predicted confidence bounds.
机译:考虑了由三层和四层组成的分层介质的声学参数的反演。使用的三层样品是金属包覆的样品。四层样品包含一层聚酯薄膜。单个厚度为0.2至18毫米。原始测量值包括穿过浸没液体的参考信号和使用法向入射波传播在分层介质上传输或从分层介质反射的接收信号。反转过程如下进行。首先,原始波是接收信号的不包含内部混响的前导部分,它是根据参考信号重建的,该参考信号的系数为传输系数T,并偏移了时间{tau} {tau}。然后,差值最小。最小化了处女波和重构处女波之间的平方感,以获得T和tau的估计值。美元敏感性分析表明,获得的tau {美元}的精度比T高。第二,从接收到的时域信号和参考时域信号的傅立叶变换的比率中获得测得的传递函数。传递函数的大小显示出金属包覆样品的尖锐共振峰。出现峰值的谐振频率在1至21 MHz的范围内测量。垂直入射波在N层介质上传播的共振频率模型取决于总共3N个参数中的2N个参数(例如,每层的密度,厚度和波速)。通过使用原始波参数{dol} tau,{dollar} 2N参数中的一个参数根据剩余的未知{dollar} 2N {lcub}-{rcub} 1 {dollar}参数和已知参数{美元,tau。{dollar}接下来,通过最小化最小二乘,可以估算出直至{dollar} 2N {lcub}-{rcub} 1 {dollar}个参数的测量和计算的谐振频率之间的差异。假设密度是已知的,则倒置的厚度和阻抗分别在预期值的14μm和14μm以内。研究了共振频率对声学参数的敏感性。获得估计参数的置信区间。倒置参数与期望值的偏差在幅度上与预测的置信范围一致。

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