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Comparative study of new signal processing to improve S/N ratio of seismic data

机译:提高地震数据信噪比的新信号处理的比较研究

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A prime target of seismic data processing is to improve the signal-to-noise ratio of the seismic data. New signal processing tools such as Wavelet transform, Radon transform, Fan-beam transform, Ridgelet transform and Curvelet transform have proven their results in image processing. A comparative study has been performed with these techniques to test their ability to increase the signal-to-noise ratio of seismic data by removing random noises. We then described the comprehensive mathematical formulation of these algorithms and tested them on both synthetic seismic data, which was created with a known signal-to-noise ratio with desired geologic features, and real seismic data, which contained curved features with random noise. Wavelet transform, which extends the robustness of frequency-dependent filtering by adding time dimension and multi-scale wavelet translation, improves the signal-to noise-ratio through the threshold coefficient filtering of random noise. The Radon transform and Fan-beam transform provide the opportunity of angle-dependent filtering, but produce adverse effects on curved features of seismic data and decrease seismic resolution. Ridgelet and Curvelet transform are more robust than Radon and Fan-beam transform. But Ridgelet transform, which uses Radon transform in its coefficient calculation, also produces adverse effects on curved features and threshold filtering leads to a decrease in the signal-to-noise ratio. The results have shown that the Curvelet transform is robust enough to handle random noise and also preserve the inclined and curved features of seismic data. However, its coefficient calculation requires large computation time and memory space.
机译:地震数据处理的主要目标是提高地震数据的信噪比。新的信号处理工具,例如小波变换,Radon变换,扇形光束变换,Ridgelet变换和Curvelet变换,已在图像处理中证明了其结果。使用这些技术进行了比较研究,以测试它们通过消除随机噪声来提高地震数据信噪比的能力。然后,我们描述了这些算法的综合数学公式,并在合成地震数据和真实地震数据上进行了测试,这些合成地震数据是使用具有所需地质特征的已知信噪比创建的,而真实地震数据是包含具有随机噪声的弯曲特征的。小波变换通过增加时间维和多尺度小波变换来扩展频率相关滤波的鲁棒性,并通过随机噪声的阈值系数滤波来提高信噪比。 Radon变换和Fan-beam变换提供了角度依赖滤波的机会,但会对地震数据的弯曲特征产生不利影响并降低地震分辨率。 Ridgelet和Curvelet变换比Radon和Fan-beam变换更健壮。但是Ridgelet变换在其系数计算中使用Radon变换,也会对弯曲特征产生不利影响,并且阈值滤波会导致信噪比降低。结果表明,Curvelet变换具有足够的鲁棒性,可以处理随机噪声,还可以保留地震数据的倾斜和弯曲特征。但是,其系数计算需要大量的计算时间和存储空间。

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