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Numerical simulations and analysis for airborne ground penetrating radar

机译:空降雷达空气地面的数值模拟与分析

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We conduct numerical simulations for an airborne ground penetrating radar (GPR) to investigate its performance in different situations such as antenna configuration and ground surface roughness with 3-dimensional (3D) finite-difference timedomain (FDTD) method. The bow-tie antennas are used in the simulations. Gaussian random rough surface is used to simulate ground surface and underground interfaces. We have investigated four antenna configurations (FBx, FBy, LRx, and LRy) in line with the configuration of airborne GPR survey, and analyzed correspondent simulated profiling results. It is concluded that LRx is the most optimal way for 3D experiments. Antenna height is an important factor in airborne GPR survey. As the antenna height increases, the reflected energies from both underground interfaces and the ground surface decrease, but the ratio between them increases. The roughness of the ground surface affects the duration of the coda waves resulted from surface reflection. The detection of underground features heavily depends on the separation of the signature of rough surface and the targets in radar profile. It is concluded that airborne GPR is a potential and optimistic tool from the numerical experiments.
机译:我们对空降地穿透雷达(GPR)进行数值模拟,以研究其在不同情况下的性能,例如天线配置和地面粗糙度,具有三维(3D)有限差分时间(FDTD)方法。蝴蝶结天线用于模拟中。高斯随机粗糙表面用于模拟地面和地下接口。我们研究了四种天线配置(FBX,FB,LRX和LRY),符合Airborne GPR调查的配置,分析了对应的模拟分析结果。得出结论,LRX是3D实验最佳的方式。天线高度是空中GPR调查中的一个重要因素。随着天线高度的增加,来自地下界面和地面的反射能量和地面减小,但它们之间的比率增加。地面的粗糙度影响由表面反射产生的CODA波的持续时间。地下特征的检测大大取决于粗糙表面签名的分离和雷达轮廓中的目标。得出结论,空中GPR是来自数值实验的潜在和乐观的工具。

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