Radar Target Characteristics Extraction using Polarization Scattering Matrix

L. Lakshmi, A. Lakshmi, Munesh Kumar, P. S. Kumar
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引用次数: 14

Abstract

Now a day’s characterization of targets using radar is very important in Air Traffic Control, Defense, and Stealth etc.  In order to know the characteristics of the target it is very essential to know the polarization properties of that particular target which depends upon scattering nature of the target.  The polarization properties are important for radar target besides amplitude, phase and frequency. The polarization may be potentially used to improve target detection, anti-interference, and radar target recognition. Polarization properties of a target can be obtained using polarization scattering matrix (PSM). In this paper the polarization matrix of various geometrical shapes are derived.  For radar target recognition (RTR), a method using properties of the polarization scattering matrix (PPSM) is presented in this paper. A dipole has been considered to calculate the polarization matrix and polarization properties. The properties of the polarization scattering matrix: the determinant, Trace of Power Scattering Matrix, Depolation, Eigen polarization angle and Module of Polarization Ellipticity are analyzed. These properties are analyzed for different orientation angles of the targets.
利用极化散射矩阵提取雷达目标特征
如今,利用雷达对目标进行表征在空中交通管制、防御和隐身等领域非常重要。为了了解目标的特性,有必要了解特定目标的偏振特性,这取决于目标的散射特性。极化特性对雷达目标除振幅、相位和频率外,还有重要意义。偏振可能潜在地用于改进目标探测、抗干扰和雷达目标识别。利用偏振散射矩阵(PSM)可以得到目标的偏振特性。本文推导了各种几何形状的偏振矩阵。针对雷达目标识别问题,提出了一种利用偏振散射矩阵特性进行目标识别的方法。采用偶极子计算极化矩阵和极化特性。分析了偏振散射矩阵的行列式、功率散射矩阵的迹线、去polation、本征偏振角和偏振椭圆度模的性质。分析了不同定向角度下目标的这些特性。
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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