光致各向异性记录介质偏振全息图的透射矩阵

在给定参，物光波的偏振态和位相差的关系以后，用光致各向异性介质记录的偏振全息图的光学常数分布便被确定。这样，可以把偏振全息图看作是一种复杂的偏振元件，按照偏振元件的矩阵理论，可以求出偏振全息图的透射短阵，透射矩阵与照明光的琼斯矢量相乘，使可以求出再现光波的琼斯矢量。

Transmission matrix of polarization holograms in the photoinduced anisotropy recording material

The optical paramter distribution can be determined when it is given that the polarizing state and phase difference of the object wave and reference wave. Thus, the polarization hologram can be regarded as a complex polarizing element. According to the matrix theory of the polarizing element, the transmission matrix of polarization holograms, can be found. The Jones vectors of the reconstructing wave can be found by the product of the Jones vectors of the illumination light and the transmission marix of polarization holograms.