计算机科学
编码(内存)
编码器
宽带
启发式
干扰(通信)
概化理论
算法
光学滤波器
电子工程
计算机工程
人工智能
滤波器(信号处理)
计算机视觉
光学
工程类
数学
电信
频道(广播)
统计
操作系统
物理
作者
Hongya Song,Yaoguang Ma,Yubing Han,Weidong Shen,Wenyi Zhang,Yanghui Li,Xu Liu,Yifan Peng,Xiang Hao
标识
DOI:10.1002/adts.202000299
摘要
Abstract Computational spectroscopic instruments with broadband encoding stochastic (BEST) filters allow the reconstruction of the spectrum at high precision with only a few filters. However, conventional design manners of BEST filters are often heuristic and may fail to fully explore the encoding potential of BEST filters. The parameter constrained spectral encoder and decoder (PCSED)—a neural network‐based framework—is presented for the design of BEST filters in spectroscopic instruments. By incorporating the target spectral response definition and the optical design procedures comprehensively, PCSED links the mathematical optimum and practical limits confined by available fabrication techniques. Benefiting from this, a BEST‐filter‐based spectral camera presents a higher reconstruction accuracy with up to 30 times enhancement and a better tolerance to fabrication errors. The generalizability of PCSED is validated in designing metasurface‐ and interference‐thin‐film‐based BEST filters.
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