2010
DOI: 10.1002/cjce.20258
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Modelisation du depot de paraffine lors d'un ecoulement ascendant de petrole

Abstract: A study on the upslope flow of heated petroleum paraffin was conducted based on motion equations and heat transfer, which were rewritten in a completely dimensionless form to analyze the influence of temperature on the position of the deposit point and its change over time. A numerical resolution of the new equation system, based on the Runge-Kutta 4th order method, was performed for two current practical cases to avoid the line obstruction problem.Uneétude sur l'écoulement ascendant de pétrole, chauffé et cha… Show more

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Cited by 1 publication
(1 citation statement)
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“…Also, assuming that mass transport occurs in thin boundary layer, during the flow, Correra et al [6] have developed a mathematical model where the physical parameters (diffusivity and solubility) can be predicted by the use of experimental data. Boucetta and Kessal [7] have studied a heated waxy petroleum flow by writing the motion and heat transfer equations in a completely dimensionless form, in order to analyze the temperature effect on the wax deposit point and its time change. A numerical resolution of the new equation system, based on the fourth Runge-Kutta order method, was performed for two current practical cases where the obstruction of the duct is predicted.…”
Section: Introductionmentioning
confidence: 99%
“…Also, assuming that mass transport occurs in thin boundary layer, during the flow, Correra et al [6] have developed a mathematical model where the physical parameters (diffusivity and solubility) can be predicted by the use of experimental data. Boucetta and Kessal [7] have studied a heated waxy petroleum flow by writing the motion and heat transfer equations in a completely dimensionless form, in order to analyze the temperature effect on the wax deposit point and its time change. A numerical resolution of the new equation system, based on the fourth Runge-Kutta order method, was performed for two current practical cases where the obstruction of the duct is predicted.…”
Section: Introductionmentioning
confidence: 99%