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Processing Seismic Data to Enhance Resolntion of Fault Structures-Some Case Studies

机译:处理地震数据以增强对断层结构的分辨力-一些案例研究

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Seismic data are very useful in mapping shallow faulting and associated structures that are important in civil and engineering geology decisions. One of the primary goals is to improve the resolution of the processed data by increasing the signal-to-noise ratio. A new approach applies statistically-derived amplitude factors to enhance the events in imaged seismic sections. Furthermore, applying this method to imaging many profiles of data prior to stacking leads to more accurate pictures of subsurface structures. The statistical factors are most easily determined and applied after the data are Fourier transformed. The basic steps are the following: (1) Identify existing noise in the data. (2) Statistically estimate the noise level in the data. (3) Statistically estimate the signal level in the data. (4) Determine statistical amplitude factors by minimizing the least squares difference between the noise and signal levels found in steps (2) and (3). These factors will depend on the dip, frequency, and spatial coordinates associated with the events in the data. (5) Determine an enhanced data set as follows: Enhanced Data = (statistical amplitude factors)*(original data). This approach can be applied to prestacked or stacked seismic data. The new method will be illustrated with a number of case studies. Improvements in the continuity and resolution of interpreted events, particularly faults, will be demonstrated even when the quality of the original data is rather poor. This approach helps reduce misinterpretations of shallow geological features mapped with seismic data.
机译:地震数据对于绘制浅层断层和相关结构非常有用,这对土木和工程地质决策至关重要。主要目标之一是通过提高信噪比来提高处理数据的分辨率。一种新方法应用了统计派生的振幅因子,以增强成像地震剖面中的事件。此外,将该方法应用于在堆叠之前对许多数据进行成像会导致地下结构的更准确图片。在对数据进行傅立叶变换后,最容易确定和应用统计因子。基本步骤如下:(1)识别数据中现有的噪声。 (2)统计估计数据中的噪声水平。 (3)统计估计数据中的信号电平。 (4)通过最小化在步骤(2)和(3)中找到的噪声和信号电平之间的最小二乘方差来确定统计幅度因子。这些因素将取决于与数据中的事件相关的倾角,频率和空间坐标。 (5)确定增强数据集,如下所示:增强数据=(统计幅度因子)*(原始数据)。该方法可以应用于预堆叠或堆叠的地震数据。大量案例研究将说明这种新方法。即使原始数据的质量很差,也将证明已解释事件(尤其是错误)的连续性和分辨率得到改善。这种方法有助于减少对地震数据映射的浅层地质特征的误解。

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