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Group-velocity dispersion analysis of high-frequency rayleigh waves

机译:高频瑞利波的组速度分散分析

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Most MASW researchers mainly apply Rayleigh-wave phase-velocity dispersion for S-wave velocity estimation with a few exceptions applying Rayleigh-wave group-velocity dispersion. Herein, we first compare sensitivities of fundamental surface-wave phase velocities with group velocities with three four-layer models including a low-velocity layer or a high-velocity layer. Then synthetic data are simulated by a finite difference method. Images of group-velocity dispersive energy of the synthetic data are generated using the Multiple Filter Analysis (MFA) method. Results demonstrate that (1) the sensitivities of group velocities are higher than those of phase velocities and usable frequency ranges are wider than that of phase velocities, which is very helpful in improving inversion stability because for a stable inversion system, small changes in phase velocities do not result in a large fluctuation in inverted S-wave velocities; (2) group-velocity dispersive energy can be imaged using single-trace data if Rayleigh-wave fundamental-mode energy is dominant, which suggests that the number of shots required in data acquisition can be dramatically reduced and the horizontal resolution can be greatly improved using analysis of group-velocity dispersion.
机译:大多数MasW研究人员主要应用用于S波速度估计的瑞利波相位速度分散,几种外观施加瑞利波组速度分散。这里,我们首先将基本表面波阶段速度的敏感性与基团速度的敏感性与三个四层模型的群速度进行比较,包括低速层或高速层。然后通过有限差分法模拟合成数据。使用多个滤波器分析(MFA)方法生成合成数据的组速度分散能量的图像。结果表明(1)群速度的敏感度高于相速度,并且可用频率范围比相速度宽,这对于提高反转稳定性非常有帮助,因为对于稳定的反转系统,相速度的小变化不要导致倒置S波速度的大波动; (2)如果瑞利波基本模式能量是显性的,则可以使用单程数据对组速度分散能量进行成像,这表明数据采集所需的截图数量可以大大降低,并且可以大大提高水平分辨率使用分析分析组速度分散。

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