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Coherence polarization filtering and relation with intrinsic degrees of coherence

机译:相干极化滤波及其与固有相干度的关系

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It is demonstrated for stationary fields that when the polarization state of the electric field can be modified arbitrarily the maximal value of the modulus of the degree of coherence proposed by Wolf [Phys. Lett. A 312, 263 (2003)] is equal to the largest intrinsic degree of coherence. In addition, when the light is a mixing of a coherent light that satisfies the factorization condition in the two spatial variables with a statistically uncorrelated, partially coherent, perfectly polarized light, but with a nonparallel polarization state, we show that the polarization modifications that maximize the modulus of the Wolf degree of coherence lead to a light that also satisfies the factorization condition.
机译:对于静止场证明,当电场的极化状态可以任意改变时,Wolf [Phys.Lett。,Phys.Lett。,Vol.21,pp.2,1992]提出了相干度模量的最大值。来吧A 312,263(2003)]等于最大内在相干度。另外,当光是满足两个空间变量分解因子条件的相干光与统计上不相关的,部分相干的,完全偏振的光但具有非平行偏振状态的混合时,我们显示出偏振修改最大沃尔夫相干度的模数导致也满足因式分解条件的光。

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