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The numerical calculation and analysis for designing a polarization beam splitter based on a rectangular phase grating

机译:基于矩形相位光栅的偏振分束器设计的数值计算与分析

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A new method based on the combination of Finite-Difference Time-Domain (FDTD) algorithm and Fourier transform was proposed to analyze the Fraunhofer vector diffraction of gratings in this paper. The interaction of a grating with the incident linearly polarized light was simulated using FDTD algorithm, the complex amplitude distribution on the rear plane of the grating was extracted, and then the Fraunhofer diffraction pattern was obtained by performing Fourier transform of the complex amplitude. It was found that for the rectangular phase grating if the period of the grating is comparable to the wavelength of the incident wave, the propagation speeds of the TE and TM waves in the dielectric of the grating are different, which makes the diffraction of the grating is polarization dependent. Besides, the relative phase retardations of TE and TM waves formed on the rear plane of the grating are different and both of them can be controlled by changing the thickness of the grating, which makes it be realized that the intensities of TE and TM waves concentrate onto the 0th order and 1st order separately by selecting a suitable grating thickness. Therefore a polarization beam splitter based on a rectangular dielectric grating can be easily designed.
机译:提出了一种基于时域有限差分(FDTD)算法和傅立叶变换相结合的新方法,用于分析光栅的夫琅和费矢量衍射。利用FDTD算法模拟了光栅与入射线性偏振光的相互作用,提取了光栅背面的复振幅分布,然后通过对复振幅进行傅立叶变换获得了弗劳恩霍夫衍射图。发现对于矩形相位光栅,如果光栅的周期与入射波的波长相当,则TE波和TM波在光栅电介质中的传播速度是不同的,这使光栅发生了衍射。与极化有关。另外,在光栅的后表面上形成的TE和TM波的相对相位延迟是不同的,并且它们两者都可以通过改变光栅的厚度来控制,这使得TE和TM波的强度集中。通过选择合适的光栅厚度,可分别将其置于0阶和1阶。因此,可以容易地设计基于矩形介质光栅的偏振分束器。

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