气井卸液所需最小流量模型

A. Fadairo, G. Adeyemi, T. Ogunkunle, O. Lawal, Olugbenga Oredeko
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引用次数: 2

摘要

由于最终采收率和产量的降低,气井的液体载荷一直是油气行业关注的问题。几位作者提出了各种预测气井中液体加载开始的模型,但模型结果存在常规误差。Turner等人的临界模型基于一个假设,即液滴是球形的,并在整个井筒中保持这种状态。Li的模型是在他的假设基础上发展起来的,即液滴的形状是平坦的,并且在整个井筒中保持这种状态。实际上,在气井中生产时,在压力变化的情况下,液滴在球形和扁平形状之间交替。因此,有必要在液体加载控制方程中加入液滴变形系数。该模型考虑了变形系数,以解释气井中气液同时流动时液滴因压力变化而产生的不规则变化,从而正确预测了液滴在球形和扁平形状之间波动时的临界流量。Coleman等人利用试验数据新建立的临界流量模型结果表明,修正后的临界流量比现有的其他模型更接近试验流量,误差为-9.12688%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modelling Minimum Flow Rate Required for Unloading Liquid in Gas Wells
Liquid loading in gas well has been an interest in the Oil and Gas sector due to the reduction of ultimate recovery and also the reduction of production from such wells. Several authors have presented various models for predicting the beginning of liquid loading in a gas well, yet there are regular errors in the model outcomes. Turner et al. based his critical model on a presumption that liquid droplet is spherical and stays that way throughout the wellbore. Li’s model developed later on based on his postulation that droplets are flat in shape and stays that way throughout the wellbore. In reality, when producing in a gas well, under pressure variation, the liquid droplets alternate between sphere-shape and flat shape. Hence there is a need to incorporate the liquid droplet deformation coefficient in the liquid loading governing equation. The newly presented model considered deformation coefficient to justify irregular changes in liquid droplet due to pressure variation during the simultaneous flow of gas and liquid droplet in gas wells, therefore, predict the critical flowrate correctly as the droplet fluctuates between spherical and flat shape. The results from the newly developed model of the critical flowrate using test data provided by Coleman et al. show that the modified critical flowrate is closer to the test flow rate than the other existing models as the error obtained is -9.12688%.
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