边界主导型气井生产数据分析

S. Mohammed, Prosper Anumah, Justice Sarkodie-kyeremeh, Anthony Morgan, E. Acheaw
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引用次数: 0

摘要

Arps的双曲模型一直用于分析和预测气井动态。这主要是由于它的简单性和显式性质。不幸的是,在边界主导流(BDF)期间,由于粘度-压缩系数随平均储层压力的变化,Arps的双曲模型高估了天然气储量和未来的产量。因此,现有的利率下降模型严重依赖于伪时间。不幸的是,伪时间需要迭代,这很耗时。本文提出了定压采气过程中气井的递减率经验模型。该模型利用了一个降相关参数,该参数考虑了地层和水的压缩性,以及气体性质随压力的变化。由于其明确的性质,所提出的速率递减模型可用于预测未来气井的动态。提出了一个估算气井递减指数的显式模型。此外,本文还提出了一种半经验流动物质平衡(SE-FMB)方法,该方法可以估计初始就地气、实际产气量指数和估计最终采收率。与现有方法相比,所提出的SE-FMB具有两方面的优点:第一,它是无迭代的;其次,它避免了使用粘压缩积与压力的函数关系(或曲线拟合)。研究结果表明,气井的衰减指数在BDF初期与时间无关,在BDF后期与时间相关。在非常晚的BDF时期,下降指数趋于零。因此,气井产量数据在BDF初期呈双曲线下降,在BDF后期呈过渡时期。在非常晚的BDF时期,预计会出现指数级下降。虽然由于经济速率的限制,在实践中没有观察到指数下降期,但在实践中观察到双曲线下降期。在实践中可能观察到过渡时期,也可能没有,这取决于收缩参数的大小和经济速率约束。模型结果的比较表明,本文提出的速率下降模型与经典Arps的双曲模型与双曲下降时期的速率历史是一致的;然而,当过渡期存在时,提出的速率下降模型优于经典Arps的双曲模型。研究结果还表明,忽略地层和水的可压缩性会导致对正常压力气藏的天然气储量估计过高。模拟和现场数据验证了所提出模型和分析方法的有效性和适用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Boundary-Dominated Gas Well Production Data
Arps’ hyperbolic model has historically been used to analyze and forecast gas well performance. This is largely due to its simplicity and explicit nature. Unfortunately, because of the variations of viscosity-compressibility product with average reservoir pressure during boundary-dominated flow (BDF) period, the Arps’ hyperbolic model overestimates gas reserves and future rates. Consequently, existing rate-decline models rely heavily on pseudotime. Unfortunately, pseudotime requires iteration, which is time-consuming. This paper proposes an empirical rate-decline model for a gas well producing at a constant pressure during BDF. The proposed model utilizes a drawdown correlating parameter that accounts for formation and water compressibilities, as well as the variations of gas properties with pressure. Due to its explicit nature, the proposed rate-decline model can be used to forecast future gas well performance. An explicit model for estimating the decline exponent for a gas well is also proposed. In addition, this paper presents a semi-empirical flowing material balance (SE-FMB) method that allows the estimation of initial gas-in-place, real gas productivity index and estimated ultimate recovery. The advantages of the proposed SE-FMB over the existing methods are two-folds: first, it is iterationless; and second, it avoids the use of a functional relation (or curve fitting) of viscosity-compressibility product and pressure. The results of this study suggest that the decline exponent for a gas well is time-independent at early-time BDF period and time-dependent at late-time BDF period. At very late-time BDF period, the decline exponent tends to zero. Thus, gas well production data exhibit a hyperbolic decline at early-time BDF period and a transition period at late-time BDF period. At very late-time BDF period, an exponential decline is expected. While the exponential-decline period is not observed in practice due to economic-rate constraints, the hyperbolic-decline period is observed in practice. The transition period may or may not be observed in practice depending on the magnitude of the drawdown parameter and the economic-rate constraints. Comparison of the models results indicates that the proposed rate-decline and the classical Arps’ hyperbolic models are consistent with the rate history during the hyperbolic-decline period; however, the proposed rate-decline model out-performs the classical Arps’ hyperbolic model when the transition period prevails. The results of this study also indicate that ignoring the formation and water compressibilities lead to an overestimation of gas reserves even for a normally-pressured gas reservoir. Simulated and field data have been used to demonstrate the validity and applicability of the proposed model and analysis method.
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