Open AccessAdvances in spatial analog optical computing devices
Author(s) -
Yi Zhou,
Ruida Chen,
Wenjie Chen,
Yu Ma
Publication year - 2020
Publication title -
wuli xuebao
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.199
H-Index - 47
ISSN - 1000-3290
DOI - 10.7498/aps.69.20200283
Subject(s) - computer science , spatial light modulator , integrator , spatial filter , spatial frequency , analog computer , fourier transform , optical computing , field programmable analog array , filter (signal processing) , differentiator , analog signal processing , analogue electronics , frequency domain , electronic engineering , signal processing , analog device , optics , computer hardware , analog signal , telecommunications , artificial intelligence , digital signal processing , electronic circuit , physics , computer vision , electrical engineering , bandwidth (computing) , quantum mechanics , engineering
Spatial analog optical computing devices possess the capability of high-throughput, real-time and low-energy information processing. Optical metamaterials, which are ultracompact in structure and possess powerful ability to control the light, can be utilized to establish miniatured and integrated spatial analog optical computing devices. The methods of designing the spatial analog optical computing devices could be mainly classified as two kinds—4F system method and Green’s function method. The 4F system method requires two Fourier transform lenses and a spatial frequency filter, where the actual computing procedure is performed in the spatial domain. The 4F system is usually bulky and complicated. The Green’s function method directly leverages the nonlocal response of the carefully tailored optical materials to implement analog computing procedure in the spatial frequency domain and its structure is compact without extra Fourier transform components. Research advances in spatial analog optical computing devices by using these two methods for the last few years are introduced in this paper. These researches could be classified as differentiators, integrators, equation solvers and spatial frequency filters according to the standard of computing functions. The approaches to designing these devices are further demonstrated. Then, computing devices which could realize spatial analog first-order difference by use of the spin-orbit interaction proposed recently are introduced. Finally, application fields and study prospects of spatial analog optical computing devices are discussed and summarized.