The Study on Mathmatical Model of Fluid Flow through Porous Medium about Multi-layer Fault Block Oil Reservoir Coupling with Benching-Horizontal Well

Pang Jin, Lei Guanglun, Zhang Liya, Tang Huijie
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Abstract

The mechanism and rule of fluid flow through porous medium about multi-layer complex fault block oil reservoir's developing through benching-horizontal well is completed. On the basis of mathmatical model in transient period, this paper established a mathmatical model about benching-horizontal well which pass through multi-layer reservoirs unconnected reciprocally coupled with reservoir. We resoluted this model through Laplace transforming, Stehfest inverting and conjugate gradient method. Compared with the computational solution from saphir, this model is of high reliability. Through this model on a given fault block oil reservoir, we can compute the downhole-pressure and deliverability distribution in different producing periods. This model presented some theory basis for the study on reservoir engineer of multi-layer complex fault block oil reservoir's developing through benching-horizontal well.
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多层断块油藏与台水平井耦合渗流数学模型研究
完成了多层复杂断块油藏水平井开发流体在多孔介质中的渗流机理和规律。在建立暂态数学模型的基础上,建立了不连通的多层储层与储层相互耦合的台阶水平井的数学模型。通过拉普拉斯变换、Stehfest反演和共轭梯度法对该模型进行了求解。与蓝宝石的计算解相比,该模型具有较高的可靠性。通过该模型,可以计算出给定断块油藏在不同开采时期的井下压力和产能分布。该模型为水平井开发多层复杂断块油藏的油藏工程师研究提供了一定的理论依据。
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