极化建模与雷达遥感应用-(英文版.中文评注)

1polarised electromagnetic waves极化电磁波1.1the generation of polarised waves极化波的产生1.1.1maxwell’s equations and vector plane waves麦克斯韦方程组与矢量平面波1.1.2polarised wave coordinate systems极化波坐标系1.2the propagation of polarised waves极化波的传播1.2.1case i: wave propagation in isotropic media and c2 symmetry各向同性介质中波的传播和c2对称性1.2.2case ii: wave propagation in anisotropic media各向异性介质中波的传播1.2.3case iii: propagation in chiral media手（征）性介质中波的传播1.2.4the jones calculus: homogeneous and inhomogeneous propagation channelsjones计算法：均匀与非均匀传输通道1.2.5the polar decomposition矩阵的极分解1.2.6propagation in stochastic channels随机通道中的传输1.2.7the foldy–lax equationsfoldy–lax方程1.3the geometry of polarised waves极化波几何1.3.1the polarisation ellipse极化椭圆1.3.2polarisation geometry for paraxial waves近轴波的极化几何1.3.3the poincaré spherepoincaré球1.3.4the stokes vectorstokes矢量1.4the scattering of polarised waves极化波的散射1.4.1the scattering amplitude matrix [s]散射幅度矩阵[s]1.4.2back and forward scattering alignment (bsa and fsa) systems后向与前向散射坐标系1.4.3singular value analysis of the scattering matrix散射矩阵的奇异值分析1.4.4combined wave propagation and scattering effects综合考虑传播效应和散射效应1.5geometry of the scattering matrix散射矩阵几何1.5.1polarisation signatures极化特征1.5.2the polarisation fork极化叉1.5.3lorentz geometry and the scattering matrixlorentz几何与散射矩阵1.6the scattering vector formulation散射矢量表达式1.6.1scattering mechanisms散射机理2depolarisation and scattering entropy去极化与散射熵2.1the wave coherency matrix波相干矩阵2.1.1the wave dichotomy波的二分法2.2the mueller matrixmueller矩阵2.2.1properties of the mueller matrixmueller矩阵的性质2.2.2the backscatter mueller and stokes reflection matrix后向散射mueller矩阵与stokes反射矩阵2.2.3the stokes criterionstokes准则2.3the scattering coherency matrix formulation散射相干矩阵表达式2.3.1eigenvalue decomposition of the coherency and covariance matrices相干矩阵和协方差矩阵的特征值分解2.4general theory of scattering entropy散射熵的一般理论2.4.1depolarisation for n=2 scattering systemsn=2散射系统的去极化2.4.2depolarisation for n = 3 scattering systemsn=3散射系统的去极化2.4.3depolarisation in n = 4 scattering systemsn=4散射系统的去极化2.5characterization of depolarising systems去极化系统的表征2.6relating the stokes/mueller and coherency matrix formulationsstokes/mueller矩阵与相干矩阵的关系式3depolarisation in surface and volume scattering表面散射与体散射去极化3.1introduction to surface scattering表面散射介绍3.1.1the fresnel equationsfresnel方程组3.1.2polarisation properties of surface backscatter表面后向散射极化特性3.1.3the bragg surface scattering model布拉格表面散射模型3.1.4coherent surface scattering component相干表面散射分量3.1.5the effect of surface slope on the scattering matrix散射矩阵中的表面坡度效应3.2surface depolarisation表面散射去极化3.2.1the extended or x-bragg model扩展bragg模型3.2.2polarisation effects in bistatic surface scattering双站表面散射中的极化效应3.3introduction to volume scattering体散射介绍3.3.1small particle scattering微小质点散射3.3.2scattering by large particles大质点散射3.4depolarisation in volume scattering体散射去极化3.4.1volume scattering with reflection symmetry满足反射对称性的体散射3.4.2bistatic volume scattering双站体散射3.4.3depolarisation in multiple scattering多次散射去极化3.5simple physical models for volume scattering and propagation体散射及传播过程的简单物理模型3.5.1the water cloud model (wcm)水云模型（wcm）3.5.2ulaby model: two-phase volume propagation models乌拉比模型：两阶段体传播模型3.5.3forest extinction models森林衰减模型3.5.4dual polarised surface and volume depolarisation双极化表面与体散射去极化4decomposition theorems分解理论4.1coherent decomposition theorems相干分解理论4.1.1roll invariance and eigenvectors旋转不变性与特征矢量4.1.2krogager and cameron decompositionskrogager与cameron分解4.1.3the scattering alpha parameter散射角参数4.1.4orthogonal scattering mechanisms正交散射机制4.1.5orthogonality of scattering mechanisms in natural terrain自然地表散射机制的正交性4.2incoherent decomposition theorems非相干分解理论4.2.1the huynen decomposition: rank 1 scattering + noise decompositionshuynen分解：秩为1的散射+噪声分解4.2.2the cloude–pottier decompositioncloude-pottier分解4.2.3model-based incoherent decompositions基于模型的非相干分解4.2.4the freeman–durden decompositionfreeman-durden分解4.2.5generalized freeman–durden decompositions广义freeman-durden分解