Monolithic Amplitude‐Phase Modulator for Scalable Optical Convolution

ABSTRACT Photonic neural networks (PNNs) are promising for next‐generation AI accelerators due to their inherent parallelism and ultra‐fast optical matrix‐vector multiplication capabilities. However, scaling these systems is fundamentally limited by the quadratic ( N 2 ) growth in modulator count required for N × N weight matrices, leading to prohibitive integration density and optical losses in large‐scale systems. We overcome this limitation through a novel hybrid MZI‐PIN‐PCM architecture that synergistically integrates Mach‐Zehnder interferometers (MZIs) with low‐loss phase‐change materials (PCMs) and waveguide‐integrated silicon p‐i‐n (PIN) microheaters. Our design simultaneously enables independent, high‐performance amplitude (>7‐bit precision, 100 MHz) and phase (non‐volatile, >600 cycles) modulation while reducing the required modulator count by 50% and achieving >10 dB lower optical losses for large matrices ( N >200) compared to conventional approaches. To demonstrate its functionality, we first validate on‐chip 2D vector multiplication (∼9‐bit precision) and then construct an optical convolutional neural network (CNN) using a four‐channel wavelength‐division multiplexing (WDM) system, with our modulator as the convolutional core. The system achieves recognition accuracies of 94.8% (MNIST) and 88.8% (Fashion‐MNIST), closely matching their electronic counterparts (97.0% and 89.8%, respectively). This hybrid architecture significantly advances PNNs by enhancing integration density, computational efficiency, and insertion loss reduction.

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Publication Details

Journal
Advanced Functional Materials
Published
2026-03-17
DOI
https://doi.org/10.1002/adfm.202530161
Primary Topic
Neural Networks and Reservoir Computing
Type
article
Field-Weighted Citation Impact
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article

Monolithic Amplitude‐Phase Modulator for Scalable Optical Convolution

Junyan Che, Huanan Pu, Jian Shen, Zengguang Cheng et al.
Advanced Functional Materials
Neural Networks and Reservoir Computing
article

Monolithic Amplitude‐Phase Modulator for Scalable Optical Convolution

Junyan Che, Huanan Pu, Jian Shen, Zengguang Cheng, Yujun Zhong, Gaofei Wang, Wentao Huang, Jinxian Li, Peng Zhou
article en

Abstract

ABSTRACT Photonic neural networks (PNNs) are promising for next‐generation AI accelerators due to their inherent parallelism and ultra‐fast optical matrix‐vector multiplication capabilities. However, scaling these systems is fundamentally limited by the quadratic ( N 2 ) growth in modulator count required for N × N weight matrices, leading to prohibitive integration density and optical losses in large‐scale systems. We overcome this limitation through a novel hybrid MZI‐PIN‐PCM architecture that synergistically integrates Mach‐Zehnder interferometers (MZIs) with low‐loss phase‐change materials (PCMs) and waveguide‐integrated silicon p‐i‐n (PIN) microheaters. Our design simultaneously enables independent, high‐performance amplitude (>7‐bit precision, 100 MHz) and phase (non‐volatile, >600 cycles) modulation while reducing the required modulator count by 50% and achieving >10 dB lower optical losses for large matrices ( N >200) compared to conventional approaches. To demonstrate its functionality, we first validate on‐chip 2D vector multiplication (∼9‐bit precision) and then construct an optical convolutional neural network (CNN) using a four‐channel wavelength‐division multiplexing (WDM) system, with our modulator as the convolutional core. The system achieves recognition accuracies of 94.8% (MNIST) and 88.8% (Fashion‐MNIST), closely matching their electronic counterparts (97.0% and 89.8%, respectively). This hybrid architecture significantly advances PNNs by enhancing integration density, computational efficiency, and insertion loss reduction.

Advanced Functional Materials
Shaoxing University (CN), Fudan University (CN), Shanghai Light Industry Research Institute (CN), Shanghai Fudan Microelectronics (China) (CN)
Openalex Percentile: Top 22%
Neural Networks and Reservoir Computing
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