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ACOUSTIC DISPERSION CURVE IDENTIFICATION BASED ON RECIPROCAL CONDITION NUMBER

机译:基于互易条件号的声色散曲线识别

摘要

To generate dispersion curves for acoustic waves in a radially layered system, a matrix M containing solutions to the wave equation subject to the boundary conditions of the system is constructed. The reciprocal condition number (RCN) of the matrix M is determined as a function of acoustic wave frequency and slowness. The local minima of the RCN in the frequency-slowness plane produces the dispersion curves corresponding to allowable acoustic modes in the system. A sensitivity analysis which identifies the dispersion curves dependent on a selected parameter. The dispersion curves independent of the perturbed parameters are eliminated by perturbing the modeling parameters and generating the RCN of the perturbed matrix M and then subtracting the RCN values of the unperturbed matrix M, leaving the dispersion curves that exhibit dependence on the selected parameter.
机译:为了在径向分层系统中产生用于声波的声波的色散曲线,构造了经受系统边界条件的波动方程的矩阵M。 矩阵M的倒数状况号(RCN)被确定为声波频率和慢型的函数。 频率 - 慢型平面中RCN的局部最小值产生对应于系统中的允许声学模式的色散曲线。 一种敏感性分析,其识别取决于所选参数的色散曲线。 通过对建模参数进行扰动并生成扰动矩阵M的RCN并生成未受带察觉的矩阵M的RCN值来消除独立于扰动参数的色散曲线,从而留下表现出对所选参数的依赖性的色散曲线。

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