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Application of multi-resolution time domain method in three dimensional forward simulation of ground penetrating radar

机译:时域多分辨率方法在探地雷达三维正演中的应用

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The author applies the wavelet-Galerkin method to dispersing Maxwell equations.The essay deduces the GPR three-dimension finite difference formula and the numerical stability of DB2-MRTD algorithm.Based on this,the author develops MRTD forward simulation program of GPR which raises the operational speed tremendously and improves 3D GPR forward simulation method.Making use of this self-make program,MRTD processes forward simulation to the 3D triangle metallic body model and gets its 3D fence diagram and slice map of forward simulation synthesize.By analyzing these simulation results,it can deepen the understanding toward 3D radar reflection characteristic,raise the credulity,improve the accuracy of the GPR detection,and also illuminate the validity of MRTD 3D forward simulation method in GPR.
机译:作者将小波-Galerkin方法用于离散麦克斯韦方程组。本文推导了GPR三维有限差分公式和DB2-MRTD算法的数值稳定性。机读旅行证件使用此自制程序,将正向仿真处理为3D三角形金属主体模型,并获得其3D栅栏图和正向仿真合成的切片图。通过分析这些仿真结果它可以加深对3D雷达反射特性的理解,提高可信度,提高GPR检测的准确性,并阐明MRTD 3D正向仿真方法在GPR中的有效性。

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