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Probabilistic Reserve Estimation Constrained by Limited Production Data: AnIntegrated Approach

机译:受限量生产数据约束的概率储量估算:一种综合方法

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Large uncertainties in structure and facies had been recognizedrnin a major gas field in Pakistan after early production. Thernconventional reserve estimation methods had failed inrnproviding a reliable estimate of gas-in-place (GIIP). It wasrnpossible to get a good history match of one-year productionrndata using a wide range of GIIP through a slight andrnacceptable adjustment of porosity and permeability. Thernresulting possible range of GIIP could easily vary by a factorrnof 1.5. Structural uncertainties did not warrant volumetricrnestimates either. Material balance technique was questionablerndue to non-uniform drainage of the reservoir. Clearly theserndeterministic techniques of reserve estimation were notrnapplicable at this stage of production considering therncomplexities of the reservoir. A probabilistic technique wasrntherefore developed that addressed both static and dynamicrnuncertainties in an integrated approach while honoring thernavailable production history. Combined treatment of static andrndynamic uncertainties also ensured a better coverage of thernentire sample space, thus making the probabilistic approachrnmore reliable.rnLatin Hypercube Sampling (LHS) helped minimizing thernnumber of simulation runs while providing a reasonablerncoverage of the sample space. Yet we ended up with almostrn1500 simulation runs. The process of history matching,rnranking and keeping track of all these simulation runsrndemanded an innovative workflow. A number of softwarerntools were used to automate and optimize this process. Out ofrn1500 simulation runs, the 200 best runs having minimumrnobjective function through history matching were selected.rnThese runs were later used for production forecasting, forrnproviding a range of reserves, and for sensitivity analysis tornidentify the most influential variables. Structure and NTG were identified as the two most critical variables for *GIIPrnwhile residual gas saturation was identified as an additionalrnsensitive variable for reserves. Different geostatisticalrnrealizations had little impact on GIIP or reserves.rnDeterministic approach had resulted in GIIP from 1 to 1.7rnReservoir Volume Units (RVU)*. Probabilistic estimates ofrnGIIP, in comparison, ranged from 1.2 to 1.6 RVU. Morernimportant than a reduction in the range of reserves was the factrnthat this approach had considered all major uncertainties, staticrnand dynamic, before estimating GIIP and reserves. At thernsame time, these reserves were in harmony with the actualrnfield performance so far. This makes these numbers morernreliable and the probabilities like P10 and P90 morernmeaningful.
机译:巴基斯坦的一个主要气田在早期生产后就已经认识到结构和相的巨大不确定性。常规储量估算方法未能提供可靠的现场天然气(GIIP)估算。通过对孔隙度和渗透率进行轻微且可接受的调整,使用广泛的GIIP来获得一年生产数据的良好历史记录是不可能的。 GIIP的可能范围很容易因系数1.5而变化。结构上的不确定性也不保证容积率。由于储层排水不均匀,材料平衡技术值得怀疑。显然,考虑到储层的复杂性,现代确定性储量确定性技术不适用于该生产阶段。因此,人们开发了一种概率技术,以一种综合的方式解决了静态和动态不确定性,同时尊重了可用的生产历史。静态和动态不确定性的组合处理也确保更好地覆盖了整个样本空间,从而使概率方法更加可靠。拉丁超立方体采样(LHS)帮助最小化了模拟运行次数,同时提供了合理的样本空间覆盖率。然而,我们最终进行了近1500次模拟运行。历史记录匹配,排序和跟踪所有这些模拟运行的过程要求创新的工作流程。许多软件工具用于自动化和优化此过程。在1500次模拟运行中,通过历史匹配选择了具有最小目标功能的200条最佳运行。这些运行随后用于产量预测,提供一定范围的储量以及用于敏感性分析以确定最有影响力的变量。结构和NTG被确定为* GIIPrn的两个最关键变量,而剩余气体饱和度被确定为储层的另一个敏感变量。不同的地统计学方法对GIIP或储量影响不大。确定性方法导致GIIP从1到1.7rn储层体积单位(RVU)*。相比之下,rnGIIP的概率估计范围为1.2至1.6 RVU。比减少储量范围更重要的是,在估算GIIP和储量之前,该方法已考虑了所有主要不确定性,包括静态和动态。在同一时间,这些储量与迄今为止的实际油田表现相吻合。这使这些数字更可靠,而P10和P90之类的概率更有意义。

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