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Coupled Anisotropic Shear-wave Ray Tracing in Situations where Associated Slowness Sheets Are Almost Tangent

机译:关联慢波片几乎相切的情况下的耦合各向异性剪切波射线跟踪

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摘要

For shear waves in anisotropic media a frequency-dependent transport equation is derived, which involves coupling of both shear modes if the slowness vector points in a direction for which the associated slowness surfaces are (almost) tangent. This is achieved by averaging the Hamiltonians for both uncoupled shear modes. No assumption on weak anisotropy is made, and the shear polarisation is perpendicular to the P-wave polarisation for the actual slowness direction instead of an isotropically approximated P-wave polarisation. These are the main differences compared with the so=called zero-order quasi-isotropic approach.
机译:对于各向异性介质中的剪切波,推导了一个与频率有关的传输方程,如果慢度矢量指向相关的慢速曲面(几乎)相切的方向,则这涉及两个剪切模式的耦合。这是通过对两个非耦合剪切模式的哈密顿量求平均来实现的。没有关于弱各向异性的假设,并且剪切极化垂直于实际慢度方向的P波极化,而不是各向同性的近似P波极化。与所谓的零阶准各向同性方法相比,这些是主要区别。

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