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Inversion of Rayleigh Wave Dispersion Curves Considering the Sensitivities of Phase Velocities to S-wave Velocities

机译:考虑到阶段速度对S波速度的敏感性的瑞利波色散曲线的反转

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Rayleigh wave dispersion curves are often used to invert the S-wave velocities of the stratified halfspace.However,with former multi-mode inversion methods,the whole inverted result will be influenced if the error of a part of the measured dispersion curves is large.In this paper,by considering the sensitivities of phase velocities to S-wave velocities,a new multimode inversion method is presented,which is called classified inversion method.In this method,when inverting the S-wave velocities of the first several layers,the dispersion points that are not sensitive to the S-wave velocities of these layers will not be used.It can prevent the inversion result of some layers from being influenced by the error of the dispersion points that are not sensitive to their S-wave velocities.Inversion simulations are conducted and we found that the error of a part of the measured dispersion curves will only influence a part of the inverted result with our inversion method.
机译:Rayleigh波色散曲线通常用于反转分层半空间的S波速度。然而,使用以前的多模式反转方法,如果测量的分散曲线的一部分的误差大,则会影响整个反相结果。本文通过考虑阶段速度对S波速度的敏感性,提出了一种新的多模反应方法,称为分类反演方法。在该方法中,当反转前几层的S波速度时,不使用对这些层的S波速度不敏感的分散点。它可以防止某些层的反转结果受到对其S波速度不敏感的分散点的误差的影响。进行反转模拟,我们发现测量的色散曲线的一部分的误差只会影响倒置结果的一部分反转方法。

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