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A New Look at Analyzing Petrographic Data: The Fuzzy Logic Approach

机译:新看分析岩体数据:模糊逻辑方法

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The common univariate analysis to evaluate the control of petrographic elements on permeability uses a quasi-quantitative approach.Relying on regression models,this analysis quantifies the behavior of permeability by isolating individual petrographic elements.Though the method does provide an overall picture of the petrographic control,it suffers one serious drawback.Its shortcoming lies in comparing the regression models with best correlation coefficients irrespective of the type of the curve fitCe.g.,quadratic versus logarithmic.This inequitable comparison forces the researcher to make qualitative judgments,based on intuition and experience,regarding the petrographic control.Various multivariate techniques have also been attempted;some as advanced as the Karhunen-LoPve transform that examines the covariance matrix and ranks the influence of each petrographic measurement on permeability.These methods tend to be mathematically complex and are not amenable to simple computer programming.In this paper,we present a simple fuzzy logic algorithm which accomplishes the ranking with relative ease.The algorithm uses non-boolean Areasoning@ to derive the simultaneous ranking of all the petrographic elements.The primary advantages of this algorithm are speed of processing and elimination of qualitative petrographic interpretations.Additionally,we demonstrate a novel thin section analysis technique which uses a minipermeameter,to increase the quantity and quality of petrographic data.The investigation volume of the minipermeameter and the proposed thin section analysis are comparable,unlike the larger measurement volume of a core plug.As a result,the measurementsCusing the new thin-section analysisCresult in more reliable correlations.The new method also conserves precious core material.The data collected with the new technique were used in our fuzzy logic analysis of two types of sandstones: the Queen and the Santa Rosa.Results from the conventional petrographic analysis and the fuzzy logic algorithm are in good agreement,while eliminating the individual bias and the tedious regressions associated with the conventional analysis.
机译:评估岩体元素对渗透率的共同分析使用准定量方法。依次对回归模型进行了分析,通过隔离单独的岩度元素来量化渗透性的行为。虽然该方法确实提供了岩体控制的整体情况,它遭受了一个严重的缺点。对于与曲线Fitce.g的类型而言,与最佳相关系数的回归模型相比,缺点是与曲线的类型相比。,二次与对数。这种不公平的比较迫使研究人员基于直觉和基于直觉的定性判断。关于岩化控制的经验。也已经尝试了传播的多变量技术;有些作为karhunen-lopve变换的先进,审查协方差矩阵,并对每个岩度测量对渗透性的影响。这些方法往往是数学上的复杂性并且不是适用于简单的计算机编程。在本文中,我们介绍了一种简单的模糊逻辑算法,它实现了相对容易的排名。该算法使用非布尔定义@来导出所有岩帘元素的同时排名。该算法的主要优点是加工速度和消除定性的岩体解释。加盟,我们展示了一种使用MiniPipememer的新型薄剖面分析技术,以提高岩体数据的数量和质量。微米孔仪和所提出的薄剖面分析的调查量与较大的测量相当。核心插头的体积。结果,测量新的薄剖视图中的更可靠的相关性。新方法还节省了珍贵的核心材料。采用新技术收集的数据在我们的模糊逻辑分析中的两种类型砂岩:女王和圣罗莎。从传统的岩体分析和模糊逻辑算法具有良好的一致性,同时消除了与传统分析相关的各个偏差和繁琐的回归。

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