Recovering the structure of a layered soil, including layer thickness and dielectric permittivity, using the interfaces and objects backscatter detected in GPR B-scans

M. Ardekani, P. Druyts, S. Lambot, A. De Coster, X. Neyt
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引用次数: 6

Abstract

It is well-known that point scatterers appear as hyperbolas in ground-penetrating radar (GPR) B-scans and that the layer interfaces appear as horizontal lines. In this paper the shape and location of the hyperbolas, together with the location of the layer interfaces, are used to estimate the soil dielectric permittivity for a layered soil. For this, a procedure composed of following steps is used: (1) reflection detection, (2) hyperbola detection, (3) refinement of hyperbola parameters and estimation of the corresponding scatterer location and soil effective dielectric permittivity, and (4) computation of scatterer depth and layer permittivity taking into account the properties of the upper layers. The reflection detection step takes the GPR B-scan as input and produces a `reflection binary image' as output. The binary image highlights reflections of interest, which includes the hyperbolas and the soil layer interfaces. The effective soil dielectric permittivity is estimated by fitting a theoretically computed hyperbola to the `reflection binary image' for each reflection detected. Then, hyperbola parameters are refined by optimizing a cost function which is computed on the original Bscan for each detected hyperbola. Finally, the soil layer dielectric permittivity and scatterer depth are derived from the hyperbola parameters, taking into account the properties of the upper layers. The procedure is applied to simulated data, showing good accuracy in soil dielectric permittivity estimation and high computational efficiency.
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利用探地雷达b扫描中探测到的界面和物体后向散射恢复层状土壤的结构,包括层厚和介电常数
众所周知,点散射体在探地雷达(GPR) b扫描中表现为双曲线,层界面表现为水平线。本文利用双曲线的形状和位置以及层间界面的位置来估计层状土壤的介电介电常数。为此,采用以下步骤组成的程序:(1)反射检测,(2)双曲线检测,(3)双曲线参数的细化和相应散射体位置和土壤有效介电常数的估计,(4)考虑上层性质的散射体深度和层介电常数的计算。反射检测步骤以探地雷达b扫描作为输入,并产生“反射二值图像”作为输出。二值图像突出了感兴趣的反射,包括双曲线和土层界面。有效土壤介电常数通过将理论计算的双曲线拟合到检测到的每个反射的“反射二值图像”来估计。然后,通过优化在原始Bscan上计算的代价函数来优化双曲线参数。最后,在考虑表层特性的情况下,利用双曲线参数推导出了土层介电常数和散射体深度。结果表明,该方法对土壤介电常数的估计精度高,计算效率高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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