arXiv:2509.05926physics.opticscs.AI2025-09被引 1

用可编程超表面实现超高分辨率波达方向估计,速度提升十倍。

Meta-training of diffractive meta-neural networks for super-resolution direction of arrival estimation

  • 设计可逆优化的超表面神经网络,通过多极化多频段编码实现高维调制。
  • 在±11.5°视场内实现0.5°角分辨率,误差仅0.048°,吞吐量达1917次/秒。
  • 适合需要高速高精度波束感知的雷达、通信系统,尤其适合全光处理场景。

衍射神经网络利用电磁场的高维特性实现高通量计算,但现有架构难以将大规模多维超表面与精确训练结合,也未充分利用多维电磁场编码实现超分辨率感知。本文提出衍射超表面神经网络(DMNN),通过超表面实现精准电磁场调制,支持多任务学习与高通量超分辨率波达方向估计。DMNN集成预训练微型超表面网络,表征不同极化和频率下超原子的幅相响应,采用基于梯度的元训练反向设计结构参数。针对宽视角超分辨率角度估计,系统同时通过x/y极化通道解析方位角与俯仰角;频分复用的角度区间交错生成光谱编码超振荡,实现全角度高分辨估计。后端轻量电子神经网络进一步提升性能。实验验证:三层DMNN在27 GHz、29 GHz、31 GHz工作,达到约7倍瑞利衍射极限角分辨率(0.5°),对两个非相干目标在±11.5°视场内的平均绝对误差为0.048°,角度估计吞吐量比现有方法高出一个数量级(1917)。该架构通过内在高并行性与全光编码,推动高维光子计算系统向超分辨率、高通量应用发展。

原文摘要 · Abstract (English)

Diffractive neural networks leverage the high-dimensional characteristics of electromagnetic (EM) fields for high-throughput computing. However, the existing architectures face challenges in integrating large-scale multidimensional metasurfaces with precise network training and haven't utilized multidimensional EM field coding scheme for super-resolution sensing. Here, we propose diffractive meta-neural networks (DMNNs) for accurate EM field modulation through metasurfaces, which enable multidimensional multiplexing and coding for multi-task learning and high-throughput super-resolution direction of arrival estimation. DMNN integrates pre-trained mini-metanets to characterize the amplitude and phase responses of meta-atoms across different polarizations and frequencies, with structure parameters inversely designed using the gradient-based meta-training. For wide-field super-resolution angle estimation, the system simultaneously resolves azimuthal and elevational angles through x and y-polarization channels, while the interleaving of frequency-multiplexed angular intervals generates spectral-encoded optical super-oscillations to achieve full-angle high-resolution estimation. Post-processing lightweight electronic neural networks further enhance the performance. Experimental results validate that a three-layer DMNN operating at 27 GHz, 29 GHz, and 31 GHz achieves $\sim7\times$ Rayleigh diffraction-limited angular resolution (0.5$^\circ$), a mean absolute error of 0.048$^\circ$ for two incoherent targets within a $\pm 11.5^\circ$ field of view, and an angular estimation throughput an order of magnitude higher (1917) than that of existing methods. The proposed architecture advances high-dimensional photonic computing systems by utilizing inherent high-parallelism and all-optical coding methods for ultra-high-resolution, high-throughput applications.

超表面波达方向估计光子计算超分辨率

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