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    基于相似度测量的无监督学习方法压制地震外源相干噪声

    Unsupervised learning method based on similarity measurement for suppressing seismic external source coherent noise

    • 摘要: 地震外源相干噪声由主震源以外的震动产生,在时间域和频率域与有效信号大量重叠。外源相干噪声会湮没有效信号,从而干扰地震勘探效果。为了压制地震外源相干噪声,提出了基于相似度测量的无监督学习方法。使用平均余弦相似度函数确定噪声视速度,获取噪声传播方向,计算噪声在原始数据中的比例,从而得到预测外源相干噪声。预测的外源相干噪声与真实外源相干噪声在振幅上存在差异。无监督深度神经网络具有卓越的非线性映射能力,通过最小化平均绝对误差损失函数来校正预测外源相干噪声的振幅,并得到振幅校正后的外源相干噪声估计值和有效信号结果。提出的无监督学习方法不依赖真实标签数据,能有效解决实际采集下训练数据集缺失的问题,具有广泛的适用性。模型数据和实际数据应用结果证明了该方法能够很好地压制地震外源相干噪声,且压制效果优于传统的相似度测量法、频率波数(FK)滤波法和Karhunen-Loeve(KL)滤波法。

       

      Abstract: Seismic external source coherent noise (ESCN) is generated by vibrations other than the main seismic source, and it overlaps significantly with effective signals in both the time domain and the frequency domain. ESCN tends to obscure the effective signals, thereby interfering with the effectiveness of seismic exploration. To suppress ESCN, this study proposes an unsupervised learning method based on similarity measurement. The study uses the average cosine similarity function to determine the apparent velocity of the noise, obtain the noise propagation direction, and calculate the proportion of the noise in the original data, thereby deriving the predicted ESCN. There are differences in amplitudes between the predicted ESCN and the true ESCN. Unsupervised deep neural networks, with excellent nonlinear mapping capability, can correct amplitudes of the predicted ESCN and obtain the amplitude-corrected estimated value of ESCN as well as the results of effective signals by minimizing the mean absolute error loss function. The proposed unsupervised learning method, which does not rely on true labeled data, can effectively address the issue of missing training datasets in field data acquisition, and exhibits a broad applicability. Examples of synthetic and field data demonstrate that the proposed method in this study can effectively suppress ESCN, with its performance superior to that of the traditional similarity measurement method, the conventional frequency-wavenumber (FK) filter method, and the Karhunen-Loeve (KL) filter method.

       

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