Song Han

Dr. Song Han


Research Focus & Metrics

Academic Career Length

5Years (2022-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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16 June 2025 in Applied Sciences
Verified
Journal Article
Open access
PDF file
KCKang Chen
Kang Chen
GZGuangzhi Zhang
Guangzhi Zhang
CTCong Tang
Cong Tang
QRQi Ran
Qi Ran
LWLong Wen
Long Wen
HYHaiyong Yi
Haiyong Yi
Seismic signal processing often relies on general convolutional neural network (CNN)-based models, which typically focus on features in the time domain while neglecting frequency characteristics. Moreover, down-sampling operations in these models tend to cause the loss of critical high-frequency details. To this end, we propose a feedback information distillation network (FID-N) in the non-subsampled contourlet transform (NSCT) domain to remarkably suppress seismic noise. The method aims to enhance denoising performance by preserving the fine-grained details and frequency characteristics of seismic data. The FID-N mainly consists of a two-path information distillation block used in a recurrent manner to form a feedback mechanism, carrying an output to correct previous states, which fully exploits competitive features from seismic signals and effectively realizes the signal restoration step by step across time. Additionally, the NSCT has an excellent high-frequency response and powerful curve and surface description capabilities. We suggest converting the noise suppression problem into NSCT coefficient prediction, which maintains more detailed high-frequency information and promotes the FID-N to further suppress noise. Extensive experiments on both synthetic and real seismic datasets demonstrated that our method significantly outperformed the SOTA methods, particularly in scenarios with low signal-to-noise ratios and in recovering high-frequency components.

5 October 2026 in Electronics
Verified
Journal Article
Open access
PDF file
CTCong Tang
Cong Tang
FZFuhong Zhang
Fuhong Zhang
HPHaotian Peng
Haotian Peng
SHSong Han
Song Han
XLXiaobing Liu
Xiaobing Liu
YSYu Sang
Yu Sang
Denoising is central to geophysical data processing because the quality of a seismic record largely determines how reliably subsurface structures can be interpreted and resources evaluated. Field data, however, are typically corrupted by random noise, and clean labels are seldom available in practical surveys. In this paper, we address this gap with an improved self-supervised Trace2Trace framework for seismic denoising. Our method builds input-target pairs from the odd and even traces of a seismic record and, by exploiting the spatial correlation between neighboring traces, learns a denoising mapping purely from noisy observations, so no clean reference is needed. Conventional Trace2Trace tends to over-smooth precisely because neighboring traces are so similar, and to counter this we add a neighborhood structure regularization mechanism: a structural constraint term incorporated into the loss function keeps local discontinuities and edges intact, sharpening the representation of discontinuous geology, while a dedicated structure difference matrix strengthens the capture of faults and other critical discontinuities. Based on an idealized noise-free network assumption, we further develop a dual-path regularized optimization strategy that suppresses residual noise without eroding useful signal. Across both synthetic and real seismic datasets, the proposed method achieves improved denoising performance compared with existing baselines. On the synthetic dataset, the proposed method achieves an SNR of 17.91 dB, improving the SNR by 0.98 dB over the best-performing baseline, while preserving reflection events, local amplitude variations, and fault boundaries more faithfully. Its performance is further examined on real seismic data.

1 September 2022 in Applied Geophysics
Verified
Journal Article
Closed access
PDF file
YYYu Yang
Yu Yang
QRQi Ran
Qi Ran
KCKang Chen
Kang Chen
CLCheng Lei
Cheng Lei
YZYu-Sheng Zhang
Yu-Sheng Zhang
SHSong Han
Song Han