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An Efficient Well Test Forward Model Based on the Fast Marching Method - Application to Geomodel Sorting

机译:基于快速行进方法的高效井测试前向模型 - 应用于土工模德分类

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Constructing realistic 3D geo-models that honour well test data is today a challenge because of the highly non linear nature of the underlying inversion problem and the complexity of geo-modelling and flow simulation tools. Flow simulation is commonly performed using finite difference based software in order to compute the propagation of a pressure front. In the case of a well test, a good approximation can be obtained by solving the Eikonal equation with the fast marching algorithm (Xie et al.. 2012). This results in computing the diffusive time of flight at every location of the geomodel according to a 3D defined speed property, which is a function of the permeability. The diffusive time of flight is directly related to the pressure front propagation by a function involving the flow regime which occurs at every time of the propagation. In its initial expression, the fast marching algorithm is designed for Cartesian grids and isotropic speed fields, limiting its applicability to simplistic reservoir models. We propose a new formulation of the Fast Marching algorithm, based on the work published by Jbabdi et al. (2008). It allows solving the Eikonal equation in corner point grids that represent structurally and stratigraphically complex reservoirs where the permeability field is anisotropic and not aligned on the grid. Fast marching based well test forward model requires being able to evaluate the flow regime at every time of the pressure front propagation. In order to speed up the forward model, the flow regimes are frequently approximated. This induces time distortion in the simulated well test which may lead to misevaluate the quality of a geomodel with regard to the monitored well test. We propose an objective function, based on the dynamic time warping algorithm, which computes distance between monitored and simulated well test by removing time distortion effect. The proposed methodologies are applied, in a first basic application, to rank geo-models according to a monitored well test. We demonstrate that the results are comparable with ranks obtained using a finite difference based flow simulator. This represents an important step toward automation of well test match in geo-modelling tools.
机译:构建现实的3D地理模型,荣誉测试数据是今天的挑战,因为潜在的反演问题的高度线性性质以及地理建模和流动模拟工具的复杂性。通常使用基于有限差分的软件进行流程模拟,以计算压力前面的传播。在井测试的情况下,可以通过用快速行进算法求解Eikonal方程来获得良好的近似(Xie等人2012)。这导致根据3D定义的速度特性计算在地理典的每个位置的漫射飞行时间,这是渗透性的函数。扩散飞行时间与涉及在每次传播时发生的流动制度的功能直接相关。在其初始表达式中,快速行进的算法专为笛卡尔电网和各向同性速度场而设计,限制了其对简单储层模型的适用性。我们提出了新的制定快速行进算法,基于JBabdi等人发布的工作。 (2008)。它允许在角点网格中求解在结构上和地层复合储存器的角点网格中,其中渗透场是各向异性并且在网格上不对齐的。基于快速行动的井测试前瞻性模型需要在压力前传播的每次时都能评估流动制度。为了加速前向模型,流动制度经常近似。这在模拟井测试中引起时间变形,这可能导致对受监测的井测试进行误差的质量。基于动态时间翘曲算法,我们提出了一种目标函数,通过去除时间失真效果来计算受监控和模拟井测试之间的距离。在第一个基本应用程序中应用所提出的方法,根据监测的井测试对地质模型进行排名。我们证明了结果与使用基于有限差分的流模拟器获得的等级相当。这代表了朝着地理建模工具井测试匹配自动化的重要一步。

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