An Improved Four-Component Model-Based Decomposition Scheme with Emphasis on Unitary Matrix Rotations

Amit Kumar, H. Maurya, Arundhati Ray Misra, Rajib Kumar Panigrahi
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Abstract

Scattering mechanism ambiguity has been a significant challenge in the field of model-based decomposition of polarimetric SAR data. Even after continuous reported advancements, still, it is not being concluded that problem have successfully been suppressed. To address this issue, the proposed method focuses on the analysis of specific complex urban and sloped mountainous bare land profiles that can rotate the polarization basis. The approach optimizes the coherency matrix by subtracting helix component prior to decomposition followed by the incorporation of unitary matrix rotations to decouple the energy between the orthogonal states of polarization by neutralizing T23 and T13, separately. Furthermore, instead of conventional branching condition, mean alpha angle had been utilized to discriminate between dominant surface and dihedral scattering area. Validation has been done using two different polarimetric datasets. Quantitative analysis shows the improved decomposition results through empowering the co-polarized powers in their respective underlying dominant scattering areas.
一种改进的基于四分量模型的分解方案,重点关注酉矩阵旋转
散射机制的模糊性一直是基于模式的极化SAR数据分解领域的一个重大挑战。即使在不断报道的进展之后,仍然不能断定问题已经成功地得到了抑制。为了解决这一问题,本文提出的方法侧重于分析特定的复杂城市和倾斜山地裸地剖面,这些剖面可以旋转极化基。该方法通过在分解之前减去螺旋分量,然后结合酉矩阵旋转来优化相干矩阵,通过分别中和T23和T13来解耦正交偏振态之间的能量。此外,利用平均α角代替传统的分支条件来区分优势面和二面体散射区域。使用两个不同的极化数据集进行了验证。定量分析表明,通过在各自的底层优势散射区域赋予共极化功率,改进了分解结果。
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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