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Numerical modeling of borehole georadar data

机译:钻孔地质雷达数据的数值模拟

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High-frequency electromagnetic(EM)wave propaga- tion phenomena associated with borehole georadar ex- periments are complex. To improve our understanding of the governing physical processes, we present a finite- difference solution of Maxwell's equations in cylindrical coordinates. This approach allows us to model the full EM wavefield associated with borehole georadar exper- Iments and to assess the adequacy of ray-based meth- Ods currently used to interpret the observed amplitudes. Our results indicate that because shallow boreholes are Often water filled, the finite length of the boreholes as Well as changes in material properties along a borholes Wall can have major effects on the amplitude behavior Of borehole georadar data.
机译:与井下雷达雷达实验相关的高频电磁波传播现象很复杂。为了提高对控制物理过程的理解,我们在圆柱坐标系中给出了麦克斯韦方程组的有限差分解。这种方法使我们能够对与井下雷达雷达实验相关的整个EM波场进行建模,并评估当前用于解释观测振幅的基于射线的方法的适当性。我们的结果表明,由于浅井眼经常充满水,因此井眼的有限长度以及沿井眼壁的材料特性的变化可能会对井眼地雷达数据的振幅行为产生重大影响。

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