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Benchmarking Recovery Factors of Individual Wells Using a Probabilistic Model of Original Gas in Place to Pinpoint the Good, Bad and Ugly Producers

机译:使用原始气体的概率模型来确定个体井的回收因素,以确定好的,坏和丑陋的生产者

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Estimation of original gas in place (OGIP) in a rock volume provides an upper limit for the expected ultimate recovery. Calculation of OGIP for a drainage region may introduce significant errors when based on discrete values; the deterministic OGIP may be either overestimated (positively biased) or underestimated (negatively biased). For example, parameters like porosity, water saturation and adsorbed gas density may vary spatially, which must be accounted for to obtain realistic OGIP estimations. Our objective was to create a more accurate OGIP model and use it to probabilistically asses OGIP, estimated ultimate recovery (EUR) and recovery factor (RF) for shale gas reservoirs like the Marcellus shale. The conventional OGIP model was updated to include recent developments in shale geology and gas adsorption. Corrections to traditional free gas calculations are made by subtracting adsorbed gas reservoir volume from free gas volume in order to obtain improved OGIP estimations. This change was assessed in the context of Langmuir and BET isotherm adsorption models. A 25-year EUR response surface model was created using a semi-analytical model from our previous work. Both OGIP and EUR models were coupled during Monte Carlo simulation to produce a probability distribution for RF. When adsorbed gas was included in the pore space available for free gas, OGIP for the Marcellus was reduced 14% from previous estimates. With this model, changing from the traditional Langmuir isotherm to a BET isotherm resulted in a marginal gains in OGIP. Using the limited tuning parameters available for the BET isotherm, a 14-24% reduction in Marcellus OGIP was observed. The coupled OGIP-EUR simulation produced a P50 OGIP estimate of 1,320 Tcf, P50 EUR of 492 Tcf, and P50 RF of 38%.
机译:岩石体积中原始气体(OGIP)的估计为预期的最终恢复提供了上限。在基于离散值时,排水区的OGIP的计算可能会引入显着的误差;确定性Ogip可以是高估(肯定偏置的)或低估(负偏置)。例如,像孔隙率,水饱和度和吸附气体密度等参数可以在空间上变化,这必须考虑到获得现实的OGIP估计。我们的目标是创建一个更准确的Ogip模型,并将其用于概率,估计的ogip,估计的终极恢复(EUR)和恢复因子(RF),如Marcellus页岩。传统的OGIP模型已更新,包括最近的页岩地质和气体吸附。通过从自由气体体积减去吸附的气体储存量来进行传统自由气体计算的校正,以获得改善的OGIP估计。在Langmuir和Bet等温度吸附模型的背景下评估了这种变化。使用我们以前的工作中的半分析模型创建了25年欧元响应曲面模型。在蒙特卡罗模拟期间耦合OGIP和EUR模型,以产生RF的概率分布。当吸附的气体包含在可用于游离气体的孔隙空间中时,Marcellus的Ogip从以前的估计减少了14%。通过这种模型,从传统的Langmuir等温线转变为Bet等温导致Ogip中的边际收益。使用可用于BET等温线的有限调整参数,观察到Marcellus OGIP的14-24%。耦合Ogip-EUR模拟产生了1,320吨TCF,492吨TCF的P50 ogip估计,P50 RF为38%。

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