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Design and evaluation of diffractive optical elements; optimization by using iterative angular spectrum approach and evaluation based on vector diffraction theory

机译:衍射光学元件的设计和评估;迭代角谱法优化和矢量衍射理论评估

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Diffractive optical elements (DOE) are used for various purposes, such as a beam shaper, beam splitter and so on. In order to design DOEs, iterative Fourier transform algorithm (IFTA) is widely used. IFTA is fast and effective optimization method and can handle large size data. In the IFTA, propagation in the far field and near field is described by Fourier transform and Fresnel transform, respectively. Iterative angular spectrum approach (IASA) is one of iterative methods based on angular spectrum technique. IASA adopt angular spectrum technique as expression of propagation in near field instead of Fresnel transform. Angular spectrum technique is based on scalar diffraction theory and satisfies Helmholtz equation; therefore angular spectrum technique is the accurate method for the calculation of diffraction.We designed a DOE by using IASA and evaluated its diffraction characteristics based on vector diffraction theory. In this paper, we report on the outcome.
机译:衍射光学元件(DOE)用于各种目的,例如光束整形器,光束分离器等。为了设计DOE,广泛使用了迭代傅里叶变换算法(IFTA)。 IFTA是一种快速有效的优化方法,可以处理大数据。在IFTA中,分别通过傅里叶变换和菲涅耳变换来描述在远场和近场中的传播。迭代角谱方法(IASA)是一种基于角谱技术的迭代方法。 IASA代替了菲涅耳变换,采用了角谱技术来表示近场中的传播。角光谱技术基于标量衍射理论,并且满足Helmholtz方程;因此,角谱技术是计算衍射的准确方法。 我们使用IASA设计了DOE,并基于矢量衍射理论评估了其衍射特性。在本文中,我们报告了结果。

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