尼日利亚稠油沥青储层体积属性空间变异性估算与建模

O. Mosobalaje, O. Orodu, D. Ogbe
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引用次数: 3

摘要

尼日利亚西南部的达荷美盆地早就发现了重油和天然沥青矿床。然而,对这些矿床中所含碳氢化合物量的估计不一致,抑制了对这些矿床的商业兴趣。这种不一致是由于这些研究很少或没有考虑到空间变异性。因此,这项工作的动机是需要空间连贯的地质模型,从而得出可靠的体积估计。这项工作的主题是Agbabu一段矿床的孔隙度、深度到顶部和厚度属性的现有数据库。本文进行了探索性空间数据分析(ESDA)和经验变异函数估计、解释和建模。在这里,经验变差函数的估计和解释面临着许多挑战,这些挑战可能导致估计结果不可解释、不稳定和与地质信息不一致。这些问题包括空间异常数据的存在、变差云的聚类、数据的缺乏以及变差云上点对的不规则分布。空间异常值要么被去除,要么与现有的地质信息相关联。利用最近提出的一种机器学习辅助方差估计技术解决了聚类问题。采用变差云分箱方法处理点对的不规则分布。在尝试部署自动拟合算法时,遇到了经验点不足导致缺乏收敛性的情况。采用人工和自动相结合的拟合方法解决了这种情况。最后,本研究提出了三维各向异性(层状)孔隙度变异函数模型和二维各向异性(几何)深度到顶部和厚度变异函数模型。在生成这些体积属性的地图时,这些模型是空间插值算法的合适输入。
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Estimating and Modeling of Spatial Variability of Volumetric Attributes of a Nigerian Heavy Oil and Bitumen Deposit
Deposits of heavy oil and natural bitumen have been long-discovered in the Dahomey basin south-western Nigeria. However, inconsistency in estimates of volumes of hydrocarbon contained in these deposits has inhibited commercial interest in the deposits. The inconsistency is attributable to the little or no consideration for spatial variability in those studies. This work is therefore motivated by the need for spatially-coherent geomodels leading to reliable volumetric estimates. An existing database of porosity, depth-to-top and thickness attributes of a section of the deposits located at Agbabu is the subject of this work. This work conducted exploratory spatial data analysis (ESDA) as well as empirical variogram estimation, interpretation and modeling of the attributes. Here, the estimation and interpretation of empirical variogram faced a number of challenges with potentials to render the estimates uninterpretable, unstable and inconsistent with geologic information. These include presence of spatial outlier data, clusteredness of variogram clouds, data paucity, and irregular distribution of point-pairs on variogram clouds. Spatial outliers were either removed or correlated with existing geologic information. The clusteredness issues were resolved using a machine-learning – aided variogram estimation technique recently proposed. Variogram cloud binning approach was deployed to handle irregular distribution of point-pairs. In attempting to deploy an automatic fitting algorithm, cases of insufficient empirical points leading to lack of convergence were encountered. Such cases were resolved by adopting a combination of manual and automatic fitting approaches. Ultimately, this work presents a three-dimensional anisotropic (zonal) porosity variogram model and two-dimensional anisotropic (geometric) models for the depth-to-top and thickness variograms. These models are suitable inputs to spatial interpolation algorithms in generating maps of these volumetric attributes.
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