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首页> 外文期刊>SPE journal >Equivalent Wellblock Radius for Partially Perforated Vertical Wells—Part I:Anisotropic Reservoirs With Uniform Grids
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Equivalent Wellblock Radius for Partially Perforated Vertical Wells—Part I:Anisotropic Reservoirs With Uniform Grids

机译:部分穿孔的垂直井的等效井身半径—第一部分:具有均匀网格的各向异性油藏

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摘要

The well index in a numerical reservoir simulator relates the flow rate to the difference between well flowing pressure and simulator gridblock pressure. The standard method for computing well index, Peaceman's formula (Peaceman 1978), requires an equivalent wellblock radius at which the gridblock pressure is equal to the pressure from an analytical solution for steady-state single-phase flow. Although Peaceman's formula is accurate for fully penetrating vertical wells, it fails to account for the effect of vertical flow in partially penetrating wells. In this paper, we present a new analytical expression for the equivalent wellblock radius in a homogeneous, anisotropic reservoir with a uniform square grid around the well path. The new equation has the same structure as Peaceman's equation but adds one new parameter to account for partial penetration and for vertical flow. The new formula reduces to Peaceman's formula when the well is fully penetrating. Model simulation study showed that the new method reduced the error in the calculated flow rates from 30% to less than 1 % at minimal cost.
机译:数值油藏模拟器中的井指数将流速与井流动压力和模拟器网格阻滞压力之间的差联系起来。计算井指数的标准方法,Peaceman公式(Peaceman 1978),需要等效的井区半径,在该半径下,格区压力等于稳态单相流解析解的压力。尽管Peaceman的公式对于完全穿透垂直井是准确的,但是它无法解决部分渗透井中垂直流的影响。在本文中,我们给出了一个均质各向异性油藏的等效解析井半径的新解析表达式,该油藏具有围绕井眼路径的均匀正方形网格。新方程具有与Peaceman方程相同的结构,但增加了一个新参数来考虑局部渗透和垂直流。当井完全穿透时,新公式将简化为Peaceman公式。模型仿真研究表明,该新方法以最小的成本将计算流速的误差从30%降低到了小于1%。

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