Modeling and Sparsity Promoting Separation of Wind Turbine Noise in Common-shot Gathers

IF 3 2区 地球科学 Q1 GEOCHEMISTRY & GEOPHYSICS
Geophysics Pub Date : 2023-11-07 DOI:10.1190/geo2023-0033.1
Yanglijiang Hu, Xiaokai Wang, Qinlong Hou, Dawei Liu, Xinmin Shang, Meng Zhang, Wenchao Chen
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引用次数: 0

Abstract

In land seismic acquisition, the quality of common-shot gathers is severely degraded by Wind Turbine Noise (WTN) when wind turbines are operating continuously in surveys. The high-amplitude WTN overlap or even completely submerge the body and surface waves (signals). Through time-space and frequency analysis, three main features of the WTN are observed: 1) it is periodic with nearly constant frequencies over time; 2) it is coherent but exhibits different apparent velocities in space; 3) it has relatively narrow bands with varying central frequencies. The first feature enables WTN to distort signals from shallow to deep, while the latter two features make traditional methods that separate noise and signals based on velocity and frequency differences less effective. To suppress the WTN, we first analyze its formation and propagation mechanism, and then propose a WTN simulation model to validate the presented mechanism. Based on our analysis of WTN and signals, we consider common-shot gathers as the linear superpositions of periodic WTN and relatively broadband signals (referred to as low-oscillatory signals). This additive mixture aligns with the feasibility premise of Morphological Component Analysis (MCA). Finally, based on MCA theory, we propose a sparsity-promoting separation method to suppress WTN in common-shot gathers. To implement our separation method, we construct two dictionaries using the Tunable Q-factor Wavelet Transform (TQWT) and the Discrete Cosine Transform (DCT). TQWT and DCT can sparsely represent oscillating waves (signals) and periodic waves (WTN), respectively. This work contributes to the existing knowledge of WTN separation by modeling the periodicity of WTN and the low-oscillatory behavior of signal, rather than relying on velocity or frequency differences. The proposed method has been tested on both synthetic and field data, and both tests demonstrate its effectiveness in separating WTN and preserving signals.
共弹集风力机噪声建模与稀疏化分离
在陆地地震采集中,当风力机连续运行时,会严重影响共拍集的采集质量。高振幅WTN重叠甚至完全淹没体波和面波(信号)。通过时空和频率分析,观察到WTN的三个主要特征:1)WTN具有周期性,频率随时间变化几乎恒定;2)是相干的,但在空间中表现出不同的视速度;3)频带较窄,中心频率变化较大。第一个特征使WTN能够从浅到深扭曲信号,而后两个特征使传统的基于速度和频率差分离噪声和信号的方法不那么有效。为了抑制WTN,我们首先分析了WTN的形成和传播机制,然后提出了一个WTN仿真模型来验证所提出的机制。基于对WTN和信号的分析,我们认为共拍集是周期性WTN和相对宽带信号(称为低振荡信号)的线性叠加。这种添加剂混合物符合形态成分分析(MCA)的可行性前提。最后,基于MCA理论,提出了一种增强稀疏性的分离方法来抑制共射集中的WTN。为了实现我们的分离方法,我们使用可调q因子小波变换(TQWT)和离散余弦变换(DCT)构建了两个字典。TQWT和DCT分别可以稀疏表示振荡波(信号)和周期波(WTN)。这项工作通过建模WTN的周期性和信号的低振荡行为,而不是依赖于速度或频率差异,有助于现有的WTN分离知识。在综合数据和现场数据上进行了测试,结果表明该方法在分离WTN和保持信号方面是有效的。
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来源期刊
Geophysics
Geophysics 地学-地球化学与地球物理
CiteScore
6.90
自引率
18.20%
发文量
354
审稿时长
3 months
期刊介绍: Geophysics, published by the Society of Exploration Geophysicists since 1936, is an archival journal encompassing all aspects of research, exploration, and education in applied geophysics. Geophysics articles, generally more than 275 per year in six issues, cover the entire spectrum of geophysical methods, including seismology, potential fields, electromagnetics, and borehole measurements. Geophysics, a bimonthly, provides theoretical and mathematical tools needed to reproduce depicted work, encouraging further development and research. Geophysics papers, drawn from industry and academia, undergo a rigorous peer-review process to validate the described methods and conclusions and ensure the highest editorial and production quality. Geophysics editors strongly encourage the use of real data, including actual case histories, to highlight current technology and tutorials to stimulate ideas. Some issues feature a section of solicited papers on a particular subject of current interest. Recent special sections focused on seismic anisotropy, subsalt exploration and development, and microseismic monitoring. The PDF format of each Geophysics paper is the official version of record.
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