Estimation of Diffusion Losses of Hydrogen During the Creation of its Effective Storage in an Aquifer

D. Anikeev, E. Zakirov, I. Indrupskiy, E. S. Anikeeva
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引用次数: 4

Abstract

This article discusses the problem of creating a gas storage facility for mixed hydrogen with methane (underground hydrogen storage - UHS) in an aquifer. At the same time, hydrogen is the most expensive valuable substance in the mixture. It is assumed that the hydrogen injection process and its storage life cycle should ensure the most complete re-production of the injected hydrogen even after several years. The distinctive features of injected gas mixture propagation within an aquifer are considered in this paper, taking into account a number of phenomena. For example, the effects of degassing though the caprocks and migration due to natural water flows from aquifers associated with the target formation. In our previous article SPE 201999 (Abukova et al., 2020) we proposed an efficient storage and subsequent production system that allows to control the geometry and volume of a gas bubble in an aquifer. At the same time, our article (Abukova et al., 2020) considered only flow processes occurring throughout the entire life cycle of the storage facility. Previously, diffusion losses of hydrogen especially through the caprocks were estimated by a number of researchers as being significant. According to the results of large-scale simulation presented in the current article, those losses are estimated as being negligible. The results of this paper were obtained on the basis of large-scale 3D geological and flow modeling of a multicomponent system in the form of a mixture of hydrogen, methane and water in a porous medium for synthetic 3D models. A compositional approach was applied to describe fluid state. The studies were carried out on a certified flow simulator with an additional option of gas diffusion. On a 3D reservoir model the losses of hydrogen through the caprocks under conditions of its low permeability were estimated. Similar losses due to multicomponent diffusion were also evaluated. Upper bounds for diffusion losses were obtained straightforwardly. Corresponding study was carried out for the model from paper (Abukova et al., 2020) with maximum spreading of the injected gas over the top of the reservoir. Estimating calculations showed that if the caprocks remains sealing even with its non-zero permeability, the losses of hydrogen through the caprocks were insignificant. Much greater hydrogen reserves spreading were facilitated by its rapid movement along the top of the reservoir. That is why there is a need for a previously substantiated system of various wells on UHS, which support and control the shape of the storage facility. This article confirms that by creating a pressure barrier controlled due to the concomitant injection of water, it is possible to effectively store hydrogen together with methane in an aquifer. The amount of diffusion losses of hydrogen, as well as its losses through the caprocks, even under the condition of its low permeability, were insignificant. In this regard, the efficiency of creating UHS practically does not differ from the efficiency of creating traditional underground natural gas storage facilities.
氢在含水层中有效储存过程中扩散损失的估计
本文讨论了在含水层中建立混合氢-甲烷储气设施(地下储氢库- UHS)的问题。同时,氢是混合物中最昂贵的有价值的物质。假设注氢工艺及其储存寿命周期应确保即使在几年后也能最完整地再现所注入的氢气。本文考虑了注入气体在含水层内传播的独特特征,并考虑了一些现象。例如,盖层脱气的影响,以及与目标地层相关的含水层天然水的运移。在我们之前的文章SPE 201999 (Abukova et al., 2020)中,我们提出了一种高效的储存和后续生产系统,可以控制含水层中气泡的几何形状和体积。同时,我们的文章(Abukova et al., 2020)只考虑了在存储设施的整个生命周期中发生的流过程。以前,许多研究人员估计氢的扩散损失,特别是通过盖层的扩散损失是显著的。根据本文给出的大规模模拟结果,估计这些损失可以忽略不计。本文的研究结果是在对多孔介质中以氢、甲烷和水混合形式存在的多组分系统进行大规模三维地质和流动建模的基础上得出的。采用组合方法描述流体状态。这些研究是在一个经过认证的流动模拟器上进行的,该模拟器带有额外的气体扩散选项。在三维储层模型上,估计了低渗透条件下通过盖层的氢损失。对多组分扩散造成的类似损失也进行了评估。直接得到了扩散损失的上界。对论文(Abukova et al., 2020)中的模型进行了相应的研究,其中注入气体在储层顶部的最大扩散。估计计算表明,即使渗透率不为零,如果盖层仍保持密封,则通过盖层的氢损失微不足道。沿着储层顶部的快速移动促进了更大的氢储量的扩散。这就是为什么需要在UHS上建立一个由各种井组成的系统,以支持和控制存储设施的形状。这篇文章证实,通过创造一个压力屏障来控制伴随注入的水,可以有效地将氢气和甲烷一起储存在含水层中。即使在渗透率较低的情况下,氢气的扩散损失量以及通过盖层的损失量也不显著。在这方面,创建UHS的效率实际上与创建传统地下天然气储存设施的效率没有什么不同。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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