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使用深度空间衍射神经网络进行光学模式操纵。

Optical mode manipulation using deep spatial diffractive neural networks.

作者信息

Ruan Zhengsen, Wang Bowen, Zhang Jinlong, Cao Han, Yang Ming, Ma Wenrui, Wang Xun, Zhang Yu, Wang Jian

出版信息

Opt Express. 2024 Apr 22;32(9):16212-16234. doi: 10.1364/OE.516593.

Abstract

In this paper, we investigate the theoretical models and potential applications of spatial diffractive neural network (SDNN) structures, with a particular focus on mode manipulation. Our research introduces a novel diffractive transmission simulation method that employs matrix multiplication, alongside a parameter optimization algorithm based on neural network gradient descent. This approach facilitates a comprehensive understanding of the light field manipulation capabilities inherent to SDNNs. We extend our investigation to parameter optimization for SDNNs of various scales. We achieve the demultiplexing of 5, 11 and 100 orthogonal orbital angular momentum (OAM) modes using neural networks with 4, 10 and 50 layers, respectively. Notably, the optimized 100 OAM mode demultiplexer shows an average loss of 0.52 dB, a maximum loss of 0.62 dB, and a maximum crosstalk of -28.24 dB. Further exploring the potential of SDNNs, we optimize a 10-layer structure for mode conversion applications. This optimization enables conversions from Hermite-Gaussian (HG) to Laguerre-Gaussian (LG) modes, as well as from HG to OAM modes, showing the versatility of SDNNs in mode manipulation. We propose an innovative assembly of SDNNs on a glass substrate integrated with photonic devices. A 10-layer diffractive neural network, with a size of 49 mm × 7 mm × 7 mm, effectively demultiplexes 11 orthogonal OAM modes with minimal loss and crosstalk. Similarly, a 20-layer diffractive neural network, with a size of 67 mm × 7 mm × 7 mm, serves as a highly efficient 25-channel OAM to HG mode converter, showing the potential of SDNNs in advanced optical communications.

摘要

在本文中,我们研究了空间衍射神经网络(SDNN)结构的理论模型和潜在应用,特别关注模式操纵。我们的研究引入了一种采用矩阵乘法的新型衍射传输模拟方法,以及一种基于神经网络梯度下降的参数优化算法。这种方法有助于全面理解SDNN固有的光场操纵能力。我们将研究扩展到各种规模的SDNN的参数优化。我们分别使用具有4层、10层和50层的神经网络实现了5种、11种和100种正交轨道角动量(OAM)模式的解复用。值得注意的是,优化后的100种OAM模式解复用器的平均损耗为0.52 dB,最大损耗为0.62 dB,最大串扰为 -28.24 dB。进一步探索SDNN的潜力,我们针对模式转换应用优化了一种10层结构。这种优化实现了从厄米 - 高斯(HG)模式到拉盖尔 - 高斯(LG)模式以及从HG模式到OAM模式的转换,展示了SDNN在模式操纵方面的多功能性。我们提出了一种在集成光子器件的玻璃基板上创新组装SDNN的方法。一个尺寸为49 mm×7 mm×7 mm的10层衍射神经网络能够以最小的损耗和串扰有效地解复用11种正交OAM模式。同样,一个尺寸为67 mm×7 mm×7 mm的20层衍射神经网络作为一个高效的25通道OAM到HG模式转换器,展示了SDNN在先进光通信中的潜力。

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