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Optimal design of multilayer diffractive optical elements with effective area method

机译:有效面积法优化多层衍射光学元件的设计

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摘要

The effective area method is described to design high-efficiency multiplayer diffractive optical elements (MLDOEs) with finite feature sizes for wide wave band. This method is presented with consideration of the shield effect between two elements of MLDOEs, and the optimal surface relief heights of MLDOEs are calculated with the effective area method. Then the comparisons of diffraction efficiency and polychromatic integral diffraction efficiency for MLDOEs with different period widths are described and simulated with the effective area method and scalar diffraction theory (SDT). Finally, the design results of MLDOEs obtained by SDT and the effective area method are compared by a rigorous electromagnetic analysis method, specifically, the finite-difference time-domain method. These results show that the limits of SDT for MLDOEs, ascertain and quantify the greatest sources of the diffraction efficiency loss due to the shield effect. The design results of the effective area method can obtain higher polychromatic integral diffraction efficiency than that of the SDT when the period width of MLDOEs is taken into account. (C) 2016 Optical Society of America
机译:描述了有效面积法,以设计具有有限特征尺寸的宽波段高效多层衍射光学元件(MLDOE)。提出该方法时考虑了MLDOE的两个元素之间的屏蔽效应,并使用有效面积法计算了MLDOE的最佳表面起伏高度。然后描述了不同周期宽度的MLDEE的衍射效率和多色积分衍射效率的比较,并用有效面积法和标量衍射理论(SDT)进行了模拟。最后,通过严格的电磁分析方法,特别是时域有限差分法,比较了SDT和有效面积法得到的MLDOE的设计结果。这些结果表明,SDT对MLDEE的限制,确定并量化了由于屏蔽效应而导致的衍射效率损失的最大来源。考虑到MLDOEs的周期宽度,有效面积法的设计结果可以获得比SDT更高的多色积分衍射效率。 (C)2016美国眼镜学会

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