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Method for utilizing properties of the sinc(x) function for phase retrieval on nyquist-under-sampled data

机译:利用sinc(x)函数的性质对奈奎斯特欠采样数据进行相位检索的方法

摘要

Disclosed herein are systems, methods, and non-transitory computer-readable storage media for simulating propagation of an electromagnetic field, performing phase retrieval, or sampling a band-limited function. A system practicing the method generates transformed data using a discrete Fourier transform which samples a band-limited function f(x) without interpolating or modifying received data associated with the function f(x), wherein an interval between repeated copies in a periodic extension of the function f(x) obtained from the discrete Fourier transform is associated with a sampling ratio Q, defined as a ratio of a sampling frequency to a band-limited frequency, and wherein Q is assigned a value between 1 and 2 such that substantially no aliasing occurs in the transformed data, and retrieves a phase in the received data based on the transformed data, wherein the phase is used as feedback to an optical system.
机译:本文公开了用于模拟电磁场的传播,执行相位检索或对频带受限功能进行采样的系统,方法和非暂时性计算机可读存储介质。实施该方法的系统使用离散傅立叶变换来生成变换后的数据,该离散傅里叶变换对带限函数f(x)进行采样,而无需内插或修改与函数f(x)相关联的接收数据,其中重复副本之间的间隔为从离散傅立叶变换获得的函数f(x)与采样率Q相关联,采样率Q定义为采样频率与带限频率的比值,其中Q的取值在1到2之间,因此基本上没有在变换后的数据中出现混叠,并基于变换后的数据检索接收到的数据中的相位,其中该相位用作对光学系统的反馈。

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