Challenging Geostatistical Methods To Represent Heterogeneity in CO2 Reservoirs Under Residual Trapping

J. Damico, R. Ritzi, N. Gershenzon, Roland Okwen
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引用次数: 1

Abstract

Geostatistical methods based on two-point spatial-bivariate statistics have been used to model heterogeneity within computational studies of the dispersion of contaminants in groundwater reservoirs and the trapping of CO2 in geosequestration reservoirs. The ability of these methods to represent fluvial architecture, commonly occurring in such reservoirs, has been questioned. We challenged a widely used two-point spatial-bivariate statistical method to represent fluvial heterogeneity in the context of representing how reservoir heterogeneity affects residual trapping of CO2 injected for geosequestration. A more rigorous model for fluvial architecture was used as the benchmark in these studies. Both the geostatistically generated model and the benchmark model were interrogated, and metrics for the connectivity of high-permeability preferential flow pathways were quantified. Computational simulations of CO2 injection were performed, and metrics for CO2 dynamics and trapping were quantified. All metrics were similar between the two models. The percentage of high-permeability cells in spanning connected clusters (percolating clusters) was similar because percolation is strongly dependent upon proportions, and the same proportion of higher permeability cross-strata was specified in generating both models. The CO2 plume dynamics and residual trapping metrics were similar because they are largely controlled by the occurrence of percolating clusters. The benchmark model represented more features of the fluvial architecture and, depending on context, representing those features may be quite important, but the simpler geostatistical model was able to adequately represent fluvial reservoir architecture within the context and within the scope of the parameters represented here.
残余圈闭下表征CO2储层非均质性的地质统计学方法挑战
基于两点空间二元统计的地质统计学方法已被用于模拟地下水水库中污染物扩散和地质封存水库中二氧化碳捕获的计算研究中的异质性。这些方法是否有能力表示在这类水库中常见的河流构造,受到了质疑。我们挑战了广泛使用的两点空间-二元统计方法来表示河流非均质性,以表示储层非均质性如何影响为地质封存而注入的二氧化碳的剩余捕获。在这些研究中,一个更严格的河流结构模型被用作基准。对地质统计学生成的模型和基准模型进行了验证,并对高渗透优先流动路径的连通性指标进行了量化。对CO2注入进行了计算模拟,并对CO2动力学和捕集指标进行了量化。两种模型的所有指标都是相似的。高渗透率细胞在跨越连接簇(渗透簇)中的百分比相似,因为渗透强烈依赖于比例,并且在生成两种模型时指定了相同比例的高渗透率跨层。CO2羽流动力学和剩余捕获指标相似,因为它们在很大程度上受渗透簇的发生控制。基准模型代表了河流构造的更多特征,根据环境的不同,代表这些特征可能非常重要,但更简单的地质统计模型能够在环境和这里所代表的参数范围内充分代表河流储层结构。
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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