Han Wengong
4 Papers
12 Citations
Han Wengong is an academic researcher. The author has contributed to research in topics: Fourier transform & Phase (waves). The author has an hindex of 2, co-authored 4 publications.
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Papers
Patent
Combined denoising method based on curvelet transform and singular value decomposition
Han Wengong,Li Hongmei,Sun Chengyu,Feng Deyong,Zhang Zhihan,Liang Hongxian,Yao Yongqiang +6 more
- 10 Feb 2016
TL;DR: In this article, a seismic data combined denoising method based on curvelet transform and singular value decomposition is proposed to improve the signal to noise ratio of the seismic data, protect the effective signals while suppressing the random noise, and effectively remove image artifacts.
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Patent
Well-constrained unstable state phase correction method
Han Wengong,Liang Hongxian,Feng Deyong,Zhang Kai,Li Hongmei,Cao Wenjun,Li Lingyun,Li Zhenchun,Li Jiguang,Dong Yuechang,Gu Yutian,Qin Ning +11 more
- 13 Jun 2017
TL;DR: In this paper, a well-constrained unstable state phase correction method for seismic data waveform uniformity correction is proposed. But the method does not take the unstable state of a wavelet phase into consideration, and makes full use of the advantage of high phase correction precision of logging synthetic seismic record.
4
Patent
Logging information constrained waveform inversion method
Han Wengong,Liang Hongxian,Feng Deyong,Zhang Kai,Li Hongmei,Cao Wenjun,Li Lingyun,Li Zhenchun,Li Jiguang,Dong Yuechang,Gu Yutian,Qin Ning +11 more
- 13 Jun 2017
TL;DR: In this article, a logging information constrained waveform inversion method is proposed to improve the integrated inversion effects and the iterative convergence speed of a model, where logging data information is added, information of a geological structure is taken into consideration, and the integration effect is improved.
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Patent
Seismic data gap compensation method based on frequency-space domain wave field continuation
Han Wengong,Feng Deyong,Sun Chengyu,Li Hongmei,Liang Hongxian,Junfa Xie +5 more
- 13 Jan 2016
TL;DR: In this paper, a seismic data gap compensation method based on frequency-space domain wave field continuation is proposed, which comprises the steps of carrying out three-dimensional Fourier transform on 3D seismic data, and converting seismic data of a (x, y, z) domain into to kx-ky-f domain; carrying out continuation on the wave field of non-deletion trace seismic data according to a wave-field continuation relation in a time space domain by using spatial coherence of seismic signals, acquiring wave field information of a deletion trace, and then carrying
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