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Estimating phase velocity and attenuation of guided waves in acoustic logging data

机译:声学测井数据中引导波的阶段速度和衰减

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摘要

Phase velocity and attenuation of guided waves have been estimated from acoustic loggingdata recorded by a receiving array. The method uses data from multiple sourcesand successive depths yielding more accurate estimates than could be obtained withdata from one source and one depth. The inversion requires two steps: (1) all traces aretransformed into the frequency domain with a fast Fourier transform, and (2) at eachfrequency a modification of Prony's method is used to estimate the guided waves' characteristics which include amplitude, attenuation coefficient, and wavenumber (whichyields the phase velocity). An important assumption underlying this technique is thatthe formation, borehole fluid, and tool are homogeneous along the receiving array.Application of this method to synthetic data shows that the phase velocity and attenuation of the tube and pseudo-Rayleigh waves are accurately estimated at manyfrequencies. With noisy synthetic data, the phase velocities are correctly determined,but the attenuation estimates, being sensitive to noise, are accurate only when the amplitudes are high. Using data from multiple sources and successive depths suppressesthe noise effects and improves both estimates. The amplitude estimates are importantbecause they roughly indicate the reliability of the velocity and attenuation estimates.From laboratory and field data, the velocities for the guided waves are accurately predicted even when the amplitudes are low. The attenuation estimates are good whenthe amplitudes are high but degrade as the amplitudes diminish.
机译:已经根据接收阵列记录的声波测井数据估算了相速度和导波的衰减。该方法使用了来自多个来源和连续深度的数据,比使用来自一个来源和一个深度的数据所获得的估计值更准确。反演需要两个步骤:(1)使用快速傅里叶变换将所有迹线转换到频域,(2)在每个频率上,对Prony方法进行修改以估计导波的特性,包括振幅,衰减系数和波数(产生相速度)。该技术的一个重要假设是沿接收阵列的地层,井眼流体和工具是均匀的。将该方法应用于合成数据表明,可以在许多频率下准确估算管波和伪瑞利波的相速度和衰减。利用嘈杂的合成数据,可以正确确定相速度,但是对噪声敏感的衰减估计仅在振幅较高时才是准确的。使用来自多个来源和连续深度的数据可以抑制噪声影响并改善两种估计。振幅估计值很重要,因为它们可以粗略地表明速度和衰减估计值的可靠性。即使在振幅很低的情况下,也可以根据实验室和现场数据准确地预测导波的速度。当振幅高时,衰减估计是好的,但是随着振幅减小,衰减估计会降低。

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