用声波设计低功耗神经网络,实现语音识别并可物理实现
Acoustic neural networks: Identifying design principles and exploring physical feasibility
- 通过声波传播模拟神经网络,约束非负信号与无偏置项
- 在AudioMNIST上达到95%准确率,支持被动声学元件
- 参数对应真实材料属性,适合低功耗声学计算系统
基于波导的物理系统为超越传统电子学的能效型模拟计算提供了新路径。声学神经网络在电子设备效率低下或受限的环境中,有望实现低功耗计算,但其系统性设计仍不明确。本文提出一个声学神经网络的设计与仿真框架,利用声波传播实现计算。采用数字孪生方法,在物理驱动约束下训练传统神经网络架构,包括非负信号与权重、无偏置项、以及与强度相关、非负声信号兼容的非线性。该框架将可学习组件直接关联到可测量的声学物理特性,实现可实现声学系统的系统化设计。我们证明受约束的循环与分层架构可实现高精度语音分类,并提出SincHSRNN模型,结合可学习声学带通滤波器与分层时序处理。该模型在AudioMNIST数据集上达到最高95%准确率,同时兼容被动声学元件。学习参数对应可测材料与几何属性,如衰减和透射率。研究确立了可物理实现的声学神经网络通用设计原则,为低功耗波基神经计算指明路径。
原文摘要 · Abstract (English)
Wave-guide-based physical systems provide a promising route toward energy-efficient analog computing beyond traditional electronics. Within this landscape, acoustic neural networks represent a promising approach for achieving low-power computation in environments where electronics are inefficient or limited, yet their systematic design has remained largely unexplored. Here we introduce a framework for designing and simulating acoustic neural networks, which perform computation through the propagation of sound waves. Using a digital-twin approach, we train conventional neural network architectures under physically motivated constraints including non-negative signals and weights, the absence of bias terms, and nonlinearities compatible with intensity-based, non-negative acoustic signals. Our work provides a general framework for acoustic neural networks that connects learnable network components directly to physically measurable acoustic properties, enabling the systematic design of realizable acoustic computing systems. We demonstrate that constrained recurrent and hierarchical architectures can perform accurate speech classification, and we propose the SincHSRNN, a hybrid model that combines learnable acoustic bandpass filters with hierarchical temporal processing. The SincHSRNN achieves up to 95% accuracy on the AudioMNIST dataset while remaining compatible with passive acoustic components. Beyond computational performance, the learned parameters correspond to measurable material and geometric properties such as attenuation and transmission. Our results establish general design principles for physically realizable acoustic neural networks and outline a pathway toward low-power, wave-based neural computing.
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