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Updating uncertainties in a subsurface model

机译:更新地下模型中的不确定性

摘要

A method of predicting values of formation parameters (e.g., compressional velocity, density, pore pressure, and fracture pressure) as a function of depth includes generating an initial prediction of a profile of the formation parameters and uncertainties associated therewith using information available regarding the formation, obtaining information related to the formation parameters during drilling, and updating the uncertainties as a function of the first prediction and the information obtained in a recursive fashion. Known equations are used for finding initial values, and uncertainties associated therewith are quantified by using probability density functions (PDFs). A Bayesian approach is utilized where "prior PDFs" describe uncertainty prior to obtaining additional information, and "posterior PDFs" account for the additional information acquired. As additional information is acquired while drilling, the posterior PDFs are redefined. Uncertainty in the formation parameters is quantified by sampling posterior PDFs given all the data with a Markov Chain Monte Carlo algorithm which generates numerous formation parameter profiles consistent with the data and the computed Bayesian uncertainties. Histograms of the numerous formation parameter profiles may be plotted to visualize the uncertainty in the formation parameters.
机译:一种预测作为深度的函数的地层参数值(例如,压缩速度,密度,孔隙压力和断裂压力)的方法,包括使用与地层有关的可用信息来生成地层参数剖面图及其相关不确定性的初始预测,获得与钻井过程中的地层参数有关的信息,并根据第一预测和以递归方式获得的信息来更新不确定性。使用已知的方程式来寻找初始值,并且通过使用概率密度函数(PDF)来量化与其相关的不确定性。利用贝叶斯方法,其中“先前的PDF”描述了在获得附加信息之前的不确定性,而“后PDF”解释了所获取的附加信息。由于在钻取过程中获取了其他信息,因此重新定义了后PDF。给定所有数据,采用马尔可夫链蒙特卡罗算法对所有数据采样后部的PDF来量化地层参数的不确定性,该算法会生成与数据和计算出的贝叶斯不确定性一致的大量地层参数剖面。可以绘制众多地层参​​数剖面的直方图,以可视化地层参数的不确定性。

著录项

  • 公开/公告号GB2400212A

    专利类型

  • 公开/公告日2004-10-06

    原文格式PDF

  • 申请/专利权人 * SCHLUMBERGER HOLDINGS LIMITED;

    申请/专利号GB20040007356

  • 发明设计人 ALBERTO * MALINVERNO;

    申请日2004-03-31

  • 分类号G01V1/28;

  • 国家 GB

  • 入库时间 2022-08-21 22:37:50

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