从试井中描述裂缝导流性的扩展演化策略

J. Bruyelle, A. Lange
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引用次数: 2

摘要

裂缝性储层的表征包括:(1)综合统计和/或确定性裂缝性质的地质模型设计;(2)利用动态现场数据(如试井)进行标定,验证流动模拟模型。后一个验证步骤至关重要,因为它也验证了潜在的地质模型,它允许人们减少裂缝几何和分布特性中的一些不确定性,并且它通常是表征裂缝导流性的唯一手段。然而,这通常是一个不适定逆问题:现场数据通常不足以完全表征裂缝系统。有效地探索参数空间,可以表征多个解,研究多种生产开发场景。本文提出了一种表征裂缝集导电性的试井反演方法。采用协方差矩阵自适应进化策略(CMA-ES)作为优化算法。并与一些局部优化算法进行了比较测试,并进行了扩展,以便使用响应面的局部代理同时检测多个解。此外,在感兴趣的区域进行了不确定性分析。介绍了一种具有两组裂缝的压裂系统的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An extended evolution strategy for the characterization of fracture conductivities from well tests
The characterization of fractured reservoirs involves: (1) the design of geological models integrating statistical and/or deterministic fracture properties; (2) the validation of flow simulation models by calibrating with dynamic field data e.g. well tests. The latter validation step is critical since it also validates the underlying geological model, it allows one to reduce some uncertainties among the fracture geometrical and distribution properties, and it is often the only mean to characterize fracture conductivities. However this is usually an ill-posed inverse problem: field data are usually not sufficient to fully characterize the fracture system. It is of interest to explore the parameters space effectively, so that multiple solutions may be characterized, and many production development scenarii may be studied. This paper presents a well tests inversion method to characterize fracture sets conductivities. The Covariance Matrix Adaptation-Evolution Strategy (CMA-ES) has been used as the optimization algorithm. It has been tested with some local optimization algorithms for comparison, and extended in order to detect several solutions simultaneously using a local proxy of the response surface. Moreover, uncertainty analyses are performed in regions of interest. Applications are presented for a fracture system with two fracture sets.
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