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Using Experimental Designs, Assisted History Matching Tools and Bayesian Framework to Get Probabilistic Production Forecasts (SPE-113498)

机译:使用实验设计,辅助历史匹配工具和贝叶斯框架获得概率的生产预测(SPE-113498)

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One of the main concerns in the O&G business is generating reliable production profile forecasts. Such profiles are the cornerstones of optimal technico-economical management decisions.Aworkflow combining different methodologies to integrate and reduce most of the subsurface uncertainties using multiple history matched models (explaining the past) to infer reasonably reliable production forecasts is proposed. Using experimental design theory, a sensitivity study is first performed to scan the whole range of static and dynamic uncertain parameters using a proxy-model of the fluid flow simulator. Only the most sensitive ones with respect to an objective function (quantifying the mismatch between the simulation results and the observations) are retained for subsequent steps. Assisted History Matching tools are then used to get multiple History matched models an order of magnitude faster than traditional History Matching processes. Updated uncertain parameters (selected from the sensitivity studies) may be picked anywhere in the 'geomodeling to simulation' workflow. Using the Bayesian framework, a posterior distribution of the most sensitive parameters are derived from the a priori distributions and a proxy model of the likelihood function. The later is computed using experimental design and non linear regression techniques. Multiple History Matched models together with a posterior parameter distribution are finally used in a joint modelling approach to capture the main uncertainties and to obtain typical (
机译:O&G业务的主要问题之一是产生可靠的生产资料预测。这种型材是最佳技术 - 经济管理决策的基石.AworkFlow将不同的方法结合在一起,使用多个历史匹配的模型(解释过去)来推断出推出合理可靠的生产预测的大部分地下不确定性。使用实验设计理论,首先使用流体流模拟器的代理模型进行敏感性研究以扫描整个静态和动态不确定参数范围。仅保留关于目标函数的最敏感的函数(量化模拟结果和观察之间的错配)以用于后续步骤。然后,辅助历史匹配工具将使用比传统历史匹配进程快的数量级匹配型号的多个历史匹配型号。更新的不确定参数(从敏感性研究中选择)可以在“GeomeCeling”工作流程中的任何位置。使用贝叶斯框架,从先验分布和似然函数的代理模型导出最敏感参数的后部分布。使用实验设计和非线性回归技术来计算后后。多个历史匹配的模型与后参数分布一起用于联合建模方法以捕获主要的不确定性并获得典型的(

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