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PolSAR Coherency Matrix Optimization Through Selective Unitary Rotations for Model-Based Decomposition Scheme
28
Citations
12
References
2018
Year
Numerical AnalysisSpectral TheoryReduced Order ModelingEngineeringModel-based Decomposition SchemeStructural OptimizationMatrix TheoryCoherency MatrixMultilinear Subspace LearningMatrix MethodComputational ElectromagneticsLow-rank ApproximationMatrix GroupComputer EngineeringInverse ProblemsMatrix AnalysisSignal ProcessingSelective Unitary RotationsSpecial Unitary SuAerospace Engineering
In this letter, a special unitary SU(3) matrix group is exploited for coherency matrix transformations to decouple the energy between orthogonal states of polarization. This decoupling results in the minimization of the cross-polarization power along with the removal of some off-diagonal terms of coherency matrix. The proposed unitary transformations are utilized on the basis of the underlying dominant scattering mechanism. By doing so, the reduced power from the cross-polarization channel is always concentrated on the underlying dominant co-polar scattering component. This makes it unique in comparison to state-of-the-art techniques. The proposed methodology can be adopted to optimize the coherency matrix to be used for the model-based decomposition methods. To verify this, pioneer three-component decomposition model is implemented using the proposed optimized coherency matrix of two different test sites. The comparative studies are analyzed to show the improvements over state-of-the-art techniques.
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