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Analytical dual mesh method for two-phase flow through highly heterogeneous porous media

机译:高度均质多孔介质两相流的解析双网格方法

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摘要

Detailed geological models of a reservoir may contain many more cells that can be handled by reservoir simulators due to computer hardware limitations. Upscaling is introduced as an effective way to overcome this problem. However, recovery predictions performed on a coarser upscaled mesh are inevitably less accurate than those performed on the initial fine mesh. Dual mesh method is an approach that uses both coarse and fine grid information during simulation. In the reconstruction step of this method, the equations should be solved numerically within each coarse block, which is a time consuming process. Recently, a new coarse-grid generation technique based on the vorticity preservation concept has been applied successfully in the upscaling field. Relaying on this technique for coarse-grid generation, a novel method is introduced in this paper, which replaces the time-consuming reconstruction step in the dual mesh method with a fast analytical solution. This method is tested on challenging test cases regarding upscaling, in order to examine its accuracy and speed. The results show that the simulation time is decreased noticeably with respect to the conventional simulation methods. It is also 2-4 times faster than the original dual mesh method with almost the same accuracy.
机译:由于计算机硬件的限制,储层的详细地质模型可能包含更多的单元,这些单元可以由储层模拟器进行处理。引入升级是克服此问题的有效方法。但是,在较粗的放大网格上执行的恢复预测不可避免地要比在初始细网格上执行的恢复精度低。双网格方法是一种在仿真过程中同时使用粗网格信息和细网格信息的方法。在此方法的重建步骤中,应在每个粗块内对方程进行数值求解,这是一个耗时的过程。近来,基于涡度保持概念的新的粗网格生成技术已成功地应用于升级领域。以此技术为基础,提出了一种新的方法,该方法用快速的解析方法代替了双网格法中耗时的重建步骤。为了检查其准确性和速度,在有关升迁的挑战性测试案例中对该方法进行了测试。结果表明,与传统的仿真方法相比,仿真时间明显减少。它也是原始双网格方法的2-4倍,精度几乎相同。

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