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首页> 外文期刊>Finite Elements in Analysis and Design >Computing sand production under foamy oil flow in porous media via least-squares finite elements
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Computing sand production under foamy oil flow in porous media via least-squares finite elements

机译:通过最小二乘有限元计算泡沫油在多孔介质中流动下的出砂量

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Tiny gas bubbles together with sand grains are produced whenever a pressure drawdown is induced in an oil well. The resulting foamy oil flow and sand production seem to enhance the production of oil under certain conditions and environments such as the heavy oil solution gas drive reservoirs in Western Canada and Venezuela. The purpose of this paper is to propose a mathematical model in which gas exsolution and gas bubble dispersions together with sand production are described in a multiphasic porous medium. Gas bubble formation and dispersion are described in a macroscopic manner through equations of states and relaxation, whereas sand production is viewed as an erosional hydrodynamics problem with geomechanical considerations. The formulation of the proposed model leads to a set of highly non-linear governing equations with primary field unknowns such as reservoir fluid pressure, volume fraction of dispersed gas bubbles, concentration of fluidized solid, porosity and solid displacement. The numerical solutions of these equations are challenging and require special treatment such as least-squares finite element techniques in order to ensure stability and accuracy in results. Numerical examples in which foamy oil flow occurs with concomitant sand production and failure are presented to demonstrate the performance of the proposed model.
机译:每当在油井中引起压力下降时,都会产生微小的气泡和沙粒。在某些条件和环境下,例如在加拿大西部和委内瑞拉的稠油溶液气驱油藏中,由此产生的泡沫状油流和出砂似乎可以提高石油产量。本文的目的是提出一个数学模型,其中描述了在多相多孔介质中的瓦斯抽出和气泡分散以及出砂。通过状态方程和弛豫方程以宏观的方式描述了气泡的形成和扩散,而砂的产生则被视为具有地质力学考虑的侵蚀性流体动力学问题。提出的模型的公式导致了一组高度非线性的控制方程,这些方程具有主要的未知字段,例如储层流体压力,分散气泡的体积分数,流化固体的浓度,孔隙率和固体位移。这些方程的数值解具有挑战性,需要特殊处理,例如最小二乘有限元技术,以确保结果的稳定性和准确性。数值例子表明泡沫油流动伴随着砂的产生和破坏而发生,以证明所提出模型的性能。

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