轻量级傅里叶神经算子模型实现高效地震事件分类
Seismic event classification with a lightweight Fourier Neural Operator model
- 基于傅里叶神经算子构建轻量模型,具备分辨率不变性与高计算效率
- 在STEAD数据集上训练数据稀疏时仍达95% F1分数,真实数据集上达98%
- 计算成本显著降低,适合资源受限的实时地震监测场景
实时监测诱发地震对降低运营风险至关重要,依赖于从连续数据流中快速准确地分类触发信号。深度学习模型虽有效,但需大量计算资源,难以实现实时处理。为此,提出一种基于傅里叶神经算子(FNO)的轻量级模型,用于微震事件分类,利用其固有的分辨率不变性和计算效率处理波形数据。在斯坦福地球科学数据集(STEAD)中,该FNO模型在训练数据稀疏情况下仍表现出色,触发分类的F1得分为95%。相比现有深度学习模型,新FNO模型大幅降低计算需求,同时保持高分类准确率。在真实微震数据集上的测试显示,分类成功率的F1分数达到98%,优于多种传统深度学习方法。低计算开销使其非常适合部署于资源受限、近实时的地震监测流程,包括交通灯系统。代码将开源:https://github.com/ayratabd/FNOclass。
原文摘要 · Abstract (English)
Real-time monitoring of induced seismicity is critical to mitigate operational risks, relying on the rapid and accurate classification of triggered data from continuous data streams. Deep learning models are effective for this purpose but require substantial computational resources, making real-time processing difficult. To address this limitation, a lightweight model based on the Fourier Neural Operator (FNO) is proposed for the classification of microseismic events, leveraging its inherent resolution-invariance and computational efficiency for waveform processing. In the STanford EArthquake Dataset (STEAD), a global and large-scale database of seismic waveforms, the FNO-based model demonstrates high effectiveness for trigger classification, with an F1 score of 95% even in the scenario of data sparsity in training. The new FNO model greatly decreases the computer power needed relative to current deep learning models without sacrificing the classification success rate measured by the F1 score. A test on a real microseismic dataset shows a classification success rate with an F1 score of 98%, outperforming many traditional deep-learning techniques. The reduced computational cost makes the proposed FNO model well suited for deployment in resource-constrained, near-real-time seismic monitoring workflows, including traffic-light implementations. The source code for the proposed FNO classifier will be available at: https://github.com/ayratabd/FNOclass.
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