Rapid Coupled Flow and Geomechanics Simulation using the Fast Marching Method

K. Terada
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引用次数: 2

Abstract

Substantial computational time is typically a bottleneck for coupled flow-geomechanics simulation in realistic problems despite increasing importance in reservoir geomechanics. This paper presents a new, rapid, coupled flow-geomechanics simulator using the Fast Marching Method (FMM-Geo). The simulator incorporates Diffusive Time-of-Flight (DTOF), which represents the arrival time of the propagating pressure front, as a 1-D spatial coordinate to transform original multi-dimensional model into equivalent 1-D model. DTOF can be obtained by efficiently solving the Eikonal equation using the Fast Marching Method (FMM). FMM-Geo is verified for 2-D models against a benchmark simulator and has achieved order-of-magnitude faster computation while it preserved reasonable accuracy. Finally, the simulator is applied to an assisted history matching example using surface subsidence data to illustrate its computational efficiency and applicability.
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基于快速推进法的快速耦合流动与地质力学模拟
尽管油藏地质力学在实际问题中越来越重要,但大量的计算时间通常是流体-地质力学耦合模拟的瓶颈。本文提出了一种基于快速推进法(FMM-Geo)的新型、快速、耦合流动-地质力学模拟器。仿真器将表示传播压力锋到达时间的扩散飞行时间(diffusion time -of- flight, DTOF)作为一维空间坐标,将原来的多维模型转化为等效的一维模型。利用快速推进法(FMM)求解Eikonal方程,可以得到dof。FMM-Geo在二维模型上进行了基准模拟器验证,在保持合理精度的同时,计算速度提高了数量级。最后,以地面沉降数据辅助历史匹配为例,说明了该仿真器的计算效率和适用性。
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