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Transient pressure solution in the presence of pressure drop in the wellbore

机译:井筒中存在压降时的瞬态压力解决方案

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Horizontal qand multi-lateral wells are increasingly used in reservoir engineering to improve the oil recovery. To optimise the effeciency of these wells, it is necessary to develop semianalytical methods which are simple, fast and accurate, to study the transient pressure behavior. Moreover, the pressure drop in the wellbore, which has sometimes a strong impact on the pressure transient behavior, has to be incorporated in the modelling. In this paper, the boundary integral equation, based on single layer heat potential, is used at the wellbore boundary to describe the transient phenomena. The pressure drop along the well length is considered. The Galerkin type approach is used to solve the boundary integral equation. Using linear Galerkin approach allows to give good approximation for the extemity effect, especially in the presence of the pressure drop in the wellbore. The pressure drop along the well length can be quickly and accurately evaluated using the linear Galerkin approach then using the commonly used line source method. The implicit Newton's technique is discussed to solve the nonlinear flow equation in the wellbore. The proposed method can be used to study the pressure solution for any number of multilateral wells, as well as selectively perforated wells.
机译:水平井和多边井在油藏工程中越来越多地用于提高采油率。为了优化这些井的效率,有必要开发简单,快速和准确的半分析方法来研究瞬态压力行为。此外,在建模中必须考虑井眼中的压降,该压降有时会对压力瞬变行为产生重大影响。在本文中,基于单层热势的边界积分方程用于井眼边界以描述瞬态现象。考虑沿井眼长度的压降。 Galerkin型方法用于求解边界积分方程。使用线性Galerkin方法可以很好地逼近外部效应,尤其是在井眼中存在压降的情况下。沿井眼长度的压降可以使用线性Galerkin方法然后使用常用的线源方法快速而准确地评估。讨论了隐式牛顿技术来求解井眼中的非线性流动方程。所提出的方法可用于研究任意数量的多边井以及选择性射孔井的压力解。

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