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Bayesian Characterization of Subsurface Lithofacies and Saturation Fluid

机译:贝叶斯岩石岩石岩岩谱和饱和液

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Bayesian decision theory is a statistically based theory that is used to assess the degree of certainty and the potential costs when making decisions. This paper presents a methodology, based on the Bayesian decision theory, used to infer subsurface lithofacies and saturation fluid by integrating different data sources, such as well logs data and seismic attributes, which are derived from an elastic seismic inversion. This methodology was applied on a data volume from an offshore Brazilian field to generate, as a final product, a lithofacies model and a fluid indicator for this field. Uncertainty quantification of the models was also analyzed at this work. To infer the subsurface lithofacies, the existing facies were identified from well logs data, using the expectationmaximization (EM) algorithm. This step defines the lithofacies behavior in seismic attributes domains through the use of probability density functions (PDF). Next, the subsurface lithofacies were classified by applying the maximum posterior probability (MAP) classification, using the seismic attributes as input and the PDFs computed previously. The environment was divided into cells, then the probability and uncertainty was assessed to infer the lithofacie for each cell. After inferring the subsurface lithofacies, the fluid was inferred for the cells identified as reservoir lithofacies. Assuming an oil-water system, the fluid substitution theory and the Bayes theorem were applied to the well log data to determine the PDFs for each scenario. Following the Bayesian decision theory, the most likely fluid and the associated error was determined for each cell identified as reservoir.
机译:贝叶斯决策理论是一种统计上基于理论,用于评估决策时的确定性和潜在成本。本文基于贝叶斯决策理论介绍了一种方法,用于通过集成不同的数据源,例如日志数据和地震属性来推断地下锂离样和饱和流体,例如从弹性地震反转来源的。该方法应用于从海上巴西领域的数据量应用,以产生该领域的最终产品,锂外模型和流体指示器。在这项工作中还分析了模型的不确定性量化。为了推断地下锂外,使用期望的速率(EM)算法,从井日志数据中识别现有相。该步骤通过使用概率密度函数(PDF)来定义地震属性域中的Lithofacies行为。接下来,使用作为输入的地震属性和先前计算的PDFS来分类地下底岩通过应用最大后验概率(MAP)分类来分类。将环境分为细胞,然后评估概率和不确定性以推断每个细胞的锂缺陷。在推断地下锂外,将流体推断出鉴定为储层锂缺水的细胞。假设油水系统,流体取代理论和贝叶斯定理应用于井日志数据,以确定每个场景的PDF。在贝叶斯决策理论之后,针对鉴定为储层的每个电池确定最可能的流体和相关误差。

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