论文标题
Maxwell方程的绿色功能和分层介质中的弹性波方程的矩阵基准公式
A Matrix Basis Formulation For The Green's Functions Of Maxwell's Equations And The Elastic Wave Equations In Layered Media
论文作者
论文摘要
引入了矩阵基础公式，以代表麦克斯韦方程的频域中的3 x 3二元格林的功能，以及分层介质中的弹性波方程。该公式可用于将Maxwell的绿色功能分解为独立的TE和TM组件，每个组件满足Helmholtz方程，并将弹性波绿的函数分解为S波和P波组件。另外，将衍生的矢量基公式应用于非粘性流体层的声波源的情况。
A matrix basis formulation is introduced to represent the 3 x 3 dyadic Green's functions in the frequency domain for the Maxwell's equations and the elastic wave equation in layered media. The formulation can be used to decompose the Maxwell's Green's functions into independent TE and TM components, each satisfying a Helmholtz equation, and decompose the elastic wave Green's function into the S-wave and the P-wave components. In addition, a derived vector basis formulation is applied to the case for acoustic wave sources from a non-viscous fluid layer.
