A MODIFIED METHOD OF SOLVING THE PRESSURE–RATE DECONVOLUTION PROBLEM FOR IDENTIFICATION OF WELLBORE–RESERVOIR SYSTEM

V. Vasin, F. Toussaint
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Abstract

In the paper, the method suggested in [5] for solving the pressure–rate deconvo- lution problem was modified with implementation for the synthetic (quasi-real) oil and gas data. Modification of the method is based on using the additional a priori information on the function v(t) = tg(t) in the logarithmic scale. On the initial time interval, the function is concave and its final interval is monotone. Here, g(t) is the solution of the basis equation (1). To take into account these properties in the Tikhonov algorithm, the penalty function method is used. It allowed one to increase the precision of the numerical solution and to improve quality of identification of the wellbore–reservoir system. Numerical experiments are provided.
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井-储层系统识别中压力-速率反褶积问题的一种改进方法
本文对[5]中提出的解决压力-速率反污染问题的方法进行了改进,并实现了对合成(准真实)油气数据的求解。该方法的改进是基于在对数尺度上使用函数v(t) = tg(t)的附加先验信息。在初始时间区间上,函数是凹的,最终时间区间是单调的。这里,g(t)是基方程(1)的解。为了在Tikhonov算法中考虑到这些性质,我们使用了罚函数方法。它可以提高数值解的精度,提高井筒-油藏系统的识别质量。给出了数值实验结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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