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- W2382015352 abstract "A liquid droplet is deformed and broken from an initial sphere to an oblate spheroid in parallel air flow,and low-viscosity liquid droplets differ significantly in the critical Weber number(Wecrit) that varies from 2.2 to 60.The currently used liquid loading models generally fail to comprehensively take the effect of differences in liquid-droplet deformation and size on the minimum flow rate for continuous-removal liquids from a gas well into consideration.Based on the liquid-droplet particle force equilibrium theory,we deduced a new model to predict the minimum flow rate of liquid loading,which introduces a characteristic parameter Ck,Wecrit that can describe the effect of differences in liquid-drop deformation and the maximum drop size on the minimum flow rate of liquid loading.A function to predict the drop deformation magnitude with different critical Weber numbers was deduced based on the general principle of energy conservation.The function prediction result is in a good agreement with experimental data given in literatures as well as the prediction made from the DDB model,with a deviation less than 6%.The Ck,Wecrit calculated by the new model changes from 2.14 to 4.79,while the Ck,Wecrit derived from literature data and the inversion of minimum flow rates of various gas fields in China ranges from 1.86 to 5.0.Therefore,this new model can theoretically explain the reasons why minimum flow rates of various gad fields differ significantly and individual gas wells have such a low minimum flow rate.Finally,several gas wells in the Daniudi gas field were taken as an examples to demonstrate the use of the model." @default.
- W2382015352 created "2016-06-24" @default.
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- W2382015352 date "2012-01-01" @default.
- W2382015352 modified "2023-09-26" @default.
- W2382015352 title "The mechanism of continuously removing liquids from gas wells" @default.
- W2382015352 hasPublicationYear "2012" @default.
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