论文标题

使用多个深度学习模型进行波形的全球和局部表示的地震阶段检测

Seismic-phase detection using multiple deep learning models for global and local representations of waveforms

论文作者

Tokuda, Tomoki, Nagao, Hiromichi

论文摘要

地震的检测是地震学的基本先决条件,并为各种研究领域做出了贡献,例如预测地震并了解地壳/地幔结构。机器学习技术的最新进展已使从波形数据自动检测地震。特别是,已将各种最新的深度学习方法应用于这项工作。在这项研究中,我们提出并测试了一种采用深度学习的新型相检测方法,该方法基于新框架中的标准卷积神经网络。该方法的新颖性是其对波形的全球和局部表示的独立明确学习策略,从而增强了其稳健性和灵活性。在对提出的方法进行建模之前,我们通过波形的多重聚类确定了波形的局部表示,其中数据点被最佳地分配。基于此结果,我们考虑了波形的全局表示和两个局部表示。随后,为每个全局和局部表示训练了不同的相位检测模型。对于新的波形,将整个相位概率评估为每个模型相位概率的乘积。有关本地表示形式的此附加信息使提出的方法对噪声进行了鲁棒性,这是通过其在测试数据中的应用来证明的。此外,与其他深度学习方法相比,对地震群数据的应用证明了该方法的稳健性能。最后,在对低频地震的应用中,我们证明了该方法的灵活性,该方法很容易适应仅通过验证局部模型来检测低频地震。

The detection of earthquakes is a fundamental prerequisite for seismology and contributes to various research areas, such as forecasting earthquakes and understanding the crust/mantle structure. Recent advances in machine learning technologies have enabled the automatic detection of earthquakes from waveform data. In particular, various state-of-the-art deep-learning methods have been applied to this endeavour. In this study, we proposed and tested a novel phase detection method employing deep learning, which is based on a standard convolutional neural network in a new framework. The novelty of the proposed method is its separate explicit learning strategy for global and local representations of waveforms, which enhances its robustness and flexibility. Prior to modelling the proposed method, we identified local representations of the waveform by the multiple clustering of waveforms, in which the data points were optimally partitioned. Based on this result, we considered a global representation and two local representations of the waveform. Subsequently, different phase detection models were trained for each global and local representation. For a new waveform, the overall phase probability was evaluated as a product of the phase probabilities of each model. This additional information on local representations makes the proposed method robust to noise, which is demonstrated by its application to the test data. Furthermore, an application to seismic swarm data demonstrated the robust performance of the proposed method compared with those of other deep learning methods. Finally, in an application to low-frequency earthquakes, we demonstrated the flexibility of the proposed method, which is readily adaptable for the detection of low-frequency earthquakes by retraining only a local model.

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