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Mueller calculus of polarization change in the cube-corner retroreflector

机译:立方角后向反射器中偏振变化的穆勒微积分

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摘要

The optical ray properties of the cube-corner retroreflector (CCR) are first recalled. The change of polarization of the radiation due to CCR reflection is then derived by use of the Mueller matrix calculus. It is found that, in general, when the faces are not ideal reflectors, the useful cross section of the CCR consists of six zones, each of which produces a different change of polarization, i.e., it gives a different Mueller matrix. All the Mueller matrices depend on wavelength. The results are quite general and can be used directly also for partially polarized radiation.
机译:首先回顾了立方角后向反射器(CCR)的光线特性。然后,通过使用Mueller矩阵演算来推导由于CCR反射导致的辐射偏振变化。已经发现,通常,当面不是理想的反射器时,CCR的有用横截面由六个区域组成,每个区域产生不同的偏振变化,即,它给出了不同的穆勒矩阵。所有的Mueller矩阵都取决于波长。结果非常普遍,也可以直接用于部分偏振辐射。

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