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An Early-Time Model for Well Testing of a Hydrate-Capped Gas Reservoir

机译:水合物封装气体储层井测试的早期模型

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Natural gas hydrate have been estimated to make up the largest component of fossil fuel resource worldwide. Hydrate reservoirs may be found in different geologic settings including deep ocean sediments and arctic areas. Some reservoirs include a free-gas zone beneath the hydrate, and such a situation is referred to as a hydrate-capped gas reservoir. Gas production from such a reservoir could result in pressure reduction in the hydrate cap and endothermic decomposition of hydrates. Well testing in a hydrate-capped gas reservoir is a developing art; development of a new model, incorporating the dynamic effects of gas hydrate decomposition, is necessary for realistic and accurate predictions. This paper presents a two-dimensional (r,z) mathematical model for a constant rate drawdown test performed in a well completed in the free gas zone of a hydrate-capped gas reservoir during the early-time period of production. Using energy and material balance equations, the effect of endothermic hydrate decomposition appears as an increased compressibility in the resulting governing equation. The Laplace-domain solution for the dimensionless wellbore pressure is derived using Laplace and finite Fourier cosine transforms. The solution to the analytical model was compared with a numerical hydrate reservoir simulator over some range of hydrate reservoir parameters. The results show that the effect of decomposition on wellbore pressure is substantial. The analytical model can be used for analysis of drawdown tests in hydrate-capped gas reservoirs. Furthermore, it may be used to quantify the contribution of hydrate decomposition on production performance.
机译:据估计,天然气水合物据估计是全球化石燃料资源的最大组成部分。水合物储层可以在不同地质设置中找到,包括深海沉积物和北极地区。一些储存器包括水合物下方的自由气区,并且这种情况被称为水合物封端的气体储层。来自这种储层的气体产生可能导致水合物帽的压力降低以及水合物的吸热分解。在水合物封端的气体储层中测试是一种开发艺术;开发一种新型模型,包括天然气水合物分解的动态效果,是必要的,以实现现实和准确的预测。本文介绍了一种二维(R,Z)数学模型,用于在早期生产期间在水合物覆盖气体储层的自由气体区内完成的恒定速率绘制试验。使用能量和材料平衡方程式,吸热水合物分解的效果看起来是所得到的控制方程中的增加的可压缩性。使用拉普拉斯和有限的傅里叶余弦变换来源为无量纲井筒压力的拉普拉斯域解决方案。将分析模型的解决方案与数值水合物储液模拟器进行比较,在一定范围的水合储层参数上。结果表明,分解对井筒压力的影响是显着的。分析模型可用于分析水合物盖气藏的绘图试验。此外,它可用于量化水合物分解对生产性能的贡献。

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