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Mathematical Model for Condensate gas Flow in porous media with phase change

机译:相变多孔介质中凝析气流的数学模型

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The retrograde condensation occurs in the condensate gas reservoir when the formation pressure is under dew point. The condensate appears in the formation with phase change in the process of condensate gas flowing in porous media, which change the temperature field and distribution of fluid pressure and affect flow rules of condensate gas in porous media accordingly. New momentum equations are set up, considering Non-Darcy flow effects, the phase change between condensate gas and condensate, phase velocity and fluid character, based on a simple model of three zones. Surface tension and capillary pressure were introduced into the new model. At the same time energy equations are deduced considering latent heat of vaporization and fluid-solid heat coupling. A mathematical model of multiphase flow in porous media with phase change is set up in this paper combining new momentum equations, new equations of energy with equations of mass conservation.
机译:当形成压力较露点时,在冷凝物气体储存中发生逆行冷凝。冷凝物出现在多孔介质中流动的冷凝物气体过程中的相变,这改变了流体压力的温度场和分布,并相应地影响多孔介质中的冷凝物气体的流量规则。考虑非达西流动效应,建立了新的动量方程,基于三个区域的简单模型,冷凝水和冷凝物,相速度和流体特性之间的相变。将表面张力和毛细管压力引入新模型中。同时考虑蒸发和流体 - 固体热耦合的潜热,推导出能量方程。本文建立了多孔介质中多相流的数学模型,采用了新的动量方程,与大规模保护方程的新能量方程组合。

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