首页> 外文期刊>International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences >A MODIFIED TWO-SCALE MICROWAVE SCATTERING MODEL FOR A GAUSSIAN-DISTRIBUTED CONDUCTING ROUGH SURFACE
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A MODIFIED TWO-SCALE MICROWAVE SCATTERING MODEL FOR A GAUSSIAN-DISTRIBUTED CONDUCTING ROUGH SURFACE

机译:高斯分布传导粗糙表面的修正的两尺度微波散射模型

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A modified two-scale microwave scattering model (MTSM) was presented to describe the scattering coefficient of natural rough surface in this paper. In the model, the surface roughness was assumed to be Gaussian so that the surface height z(x, y) can be split into large-scale and small-scale components relative to the electromagnetic wavelength by the wavelet packet transform. Then, the Kirchhoff Model (KM) and Small Perturbation Method (SPM) were used to estimate the backscattering coefficient of the large-scale and small-scale roughness respectively. Moreover, the ‘tilting effect’ caused by the slope of large-scale roughness should be corrected when we calculated the backscattering contribution of the small-scale roughness. Backscattering coefficient of the MTSM was the sum of backscattering contribution of both scale roughness surface. The MTSM was tested and validated by the advanced integral equation model (AIEM) for dielectric randomly rough surface, the results indicated that, the MTSM accuracy were in good agreement with AIEM when incident angle was less than 30° (θsubi/sub?ks?=?0.354).
机译:提出了一种改进的两尺度微波散射模型(MTSM)来描述自然粗糙表面的散射系数。在该模型中,假定表面粗糙度为高斯,因此可以通过小波包变换将表面高度z(x,y)相对于电磁波长分为大比例分量和小比例分量。然后,使用基尔霍夫模型(KM)和小扰动方法(SPM)分别估计了大尺度粗糙度和小尺度粗糙度的反向散射系数。此外,当我们计算小尺度粗糙度的反向散射贡献时,应纠正由大尺度粗糙度的斜率引起的“倾斜效应”。 MTSM的反向散射系数是两个氧化皮粗糙度表面的反向散射贡献之和。用高级积分方程模型(AIEM)对介质随机随机粗糙表面进行了测试和验证,结果表明,当入射角小于30°时,MTSM的精度与AIEM具有良好的一致性(θ?ks?=?0.354)。

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