动态模拟中分支水平井的网格和流体独立描述

K. Bogachev, V. Erofeev, E. Piskovskiy
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摘要

提出了一种完全独立于模拟网格和流体性质的分支井设计建模方法。该方法考虑了侧向分支的摩擦和它们之间的横向流动。井眼参数,如轨迹、射孔间隔、粗糙度和直径,直接用于计算当前流体成分和油管头压力(THP)下沿井筒的压力分布。在动态模型的有限体积近似中,应与网格块建立良好的连接。提出了在动态模拟过程中根据指定的井眼轨迹和完井间隔自动创建井眼连接的方法。建议根据完井段与区块的交点长度、轨迹方向和下入期间的岩石性质来计算连接系数。为了计算连接之间的井眼轨迹段压降以及顶部完井和油管头之间的井眼轨迹段压降,使用了众所周知的相关性。利用井眼轨迹、粗糙度和直径等信息,将相关系数用于每个连接的井眼中当前流体成分。这种方法可以避免使用表中的井底压力(BHP)作为许多相组成的油管压力的函数。这种传统的相组成方法在组成模型中给出了非物理响应,其中产品的成分组成在油田的整个生命周期中变化很大。使用实坐标(x, y, z)来设置井眼轨迹和射孔间隔,而不是传统的网格块数(i, j, k),可以在动态模型网格任意变化的情况下计算层交、连接因子和沿井筒的压力分布,例如,在引入局部网格细化或动态网格和岩石性质变化用于描述水力压裂时。该方法已成功地应用于某多口井的动态模拟建模。动态模拟结果与实际储层样品吻合较好。
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Grid and Fluid Independent Description for Multilateral Horizontal Well in Dynamic Simulation
The method for modeling of a multilateral well design that is completely independent on the simulation grid and fluid properties is proposed. The method takes into account friction in the lateral branches and crossflow between them. Well parameters, such as trajectory, perforation intervals, roughness and diameter, are directly used to calculate pressure distribution along the wellbore at the current fluid composition and tubing head pressure (THP). Well connections with grid blocks in a finite volume approximation for dynamic model should be created. The automatic creation of the well connections during dynamic simulation based on specified well trajectory and completion intervals is proposed. The connection factor is suggested to be calculated based on length of completion intersection with the block, trajectory direction and rock properties during the run time. To calculate pressure drop on well track intervals between connections and the well track intervals between top completion and tubing head the well-known correlations are utilized. The correlations are used for the current fluid composition in the wellbore in each connection using information for well trajectory, roughness and diameter. Such an approach makes it possible to get rid of the use of the tabulated bottomhole pressure (BHP) as a function of tubing head pressure for a number of phase compositions. Such traditional use of phase compositions gives a non-physical response in compositional models, where the component composition of the product varies significantly throughout the life of the field. Usage of real coordinates (x, y, z) for setting well trajectory and perforation intervals, instead of the traditional grid block numbers (i, j, k), allows to calculate layer intersection, connection factors and pressure distribution along wellbore with arbitrary changes in the dynamic model grid, for example, when introducing local grid refinement or dynamic grid and rock properties variation used to describe hydraulic fracturing. The proposed method is successfully used for modeling of a multilateral well design in dynamic simulation. The results of such dynamic simulation are consistent with the real samples from reservoir.
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