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Seismic Sparse Time-Frequency Network With Transfer Learning
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DOI：10.1109/TGRS.2022.3226299.png)
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Abstract
En 中文
Time-frequency analysis (TFA) is a powerful tool for describing time-frequency (TF) features of seismic data, such as short-time Fourier transform (STFT) and S-transform (ST). Recently, sparse TFA (STFA) is proposed for enhancing TF readability of commonly used TFA tools. However, STFA is often solved via an optimal inverse problem with a prior regularization term, which is difficult to set in practice, where the key regularization parameters are sensitive to noise. Moreover, it often takes expensive calculation time, especially for 3-D field data application. We build a deep learning (DL)-based workflow for implementing STFA to obtain sparse TF (STF) spectra, termed the STF network with transfer learning (STFNTL). We first adopt a Marmousi II reflectivity model and Ricker wavelets with different dominant frequencies to generate synthetic training dataset. Then, we adopt a simplified STFA method with optimized parameters to generate synthetic training labels, i.e., sparse TF spectra. Afterward, we propose the STF network (STFN) based on a simplified Unet model, which is trained using synthetic training data and corresponding STF labels. Moreover, to enhance the generalization of STFN, we introduce an adaptive transfer learning (TL) strategy based on small samples of field data and their corresponding STF labels. Finally, synthetic and field data are utilized to illustrate the effectiveness and generalization ability of our proposed model.
Keywords:
Data models
Time-frequency analysis
Adaptation models
Transfer learning
Training data
Mathematical models
Computational modeling
Deep learning (DL)
fluvial channel delineation
sparse time-frequency analysis (STFA)
time-frequency analysis (TFA)
transfer learning (TL)
Journal
IF:
8.6
Papers:
2.1W
Citations:
10.7W