Parallel geothermal numerical model with faults and multi-branch wells

Laurence Beaude, Thibaud Beltzung, K. Brenner, S. Lopez, R. Masson, F. Smaï, Jean-Frédéric Thebault, F. Xing
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引用次数: 3

Abstract

To answer the need for an efficient and robust geothermal simulation tool going beyond existing code capabilities in terms of geological and physical complexity, we have started to develop a parallel geothermal simulator based on unstructured meshes. The model takes into account complex geology including fault networks acting as major heat and mass transfer corridors and complex physics coupling the mass and energy conservations to the thermodynamical equilibrium between the gas and liquid phases. The objective of this Cemracs project is to focus on well modeling which is a key missing ingredient in our current simulator in order to perform realistic geothermal studies both in terms of monitoring and in terms of history matching. The well is discretized by a set of edges of the mesh in order to represent efficiently slanted or multi-branch wells on unstructured meshes. The connection with the 3D matrix and the 2D fault network at each node of the well is accounted for using Peaceman's approach. The non-isothermal flow model inside the well is based on the usual single unknown approach assuming the hydrostatic and thermodynamical equilibrium inside the well. The parallelization of the well model is implemented in such a way that the assembly of the Jacobian at each Newton step and the computation of the pressure drops inside the well can be done locally on each process without MPI communications.
断层多分支井平行地热数值模型
为了满足在地质和物理复杂性方面超越现有代码能力的高效和强大的地热模拟工具的需求,我们已经开始开发基于非结构化网格的并行地热模拟器。该模型考虑了复杂的地质条件,包括断层网络作为主要的传热和传质通道,以及复杂的物理条件,将质量和能量守恒耦合到气相和液相之间的热力学平衡。Cemracs项目的目标是专注于井建模,这是我们目前模拟器中缺失的一个关键成分,以便在监测和历史匹配方面进行实际的地热研究。通过网格的一组边缘将井离散化,以便在非结构化网格上有效地表示斜井或多分支井。使用Peaceman的方法计算了井中每个节点与3D矩阵和2D故障网络的连接。井内非等温流动模型是基于通常的单未知方法,假设井内流体静力和热力学平衡。井模型的并行化是通过这样一种方式实现的,即在每个牛顿步处的雅可比矩阵的组装和井内压降的计算可以在每个过程中局部完成,而无需MPI通信。
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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