2019
DOI: 10.1016/j.ces.2019.02.021
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Two-phase gas-liquid flow in concentric and fully eccentric annuli. Part II: Model development, flow regime transition algorithm and pressure gradient

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Cited by 12 publications
(6 citation statements)
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“…For the vertical and horizontal dimensionless rise velocities, Dumitrescu [199] found Fr v = 0.351 and Benjamin [235] found Fr h = 0.542, respectively. This was used later by Ibarra et al [236] for horizontal and low-inclination annuli, in which the models developed agreed well with their experimental work later presented in [237]. The rise velocity determined from simulations along with those predicted by correlations from Lizarraga-Garcia et al [18], Hasan and Kabir [62] and Ibarra and Nossen [226] are presented in Table 7.4.…”
Section: Resultssupporting
confidence: 58%
“…For the vertical and horizontal dimensionless rise velocities, Dumitrescu [199] found Fr v = 0.351 and Benjamin [235] found Fr h = 0.542, respectively. This was used later by Ibarra et al [236] for horizontal and low-inclination annuli, in which the models developed agreed well with their experimental work later presented in [237]. The rise velocity determined from simulations along with those predicted by correlations from Lizarraga-Garcia et al [18], Hasan and Kabir [62] and Ibarra and Nossen [226] are presented in Table 7.4.…”
Section: Resultssupporting
confidence: 58%
“…Before the application of the flow pattern dependent multi-layered model, the prediction of the fluid flow pattern may be required. However, the gas-liquid fluid flow pattern prediction can be performed using the methods suggested in literature (Caetano et al, 1992;Ibarra et al, 2019). It is important to note that the mathematical models are only valid for horizontal and inclined flows and does not taken into account the effect of the inner pipe rotation.…”
Section: Liquid-film/gas Pocket Regionmentioning
confidence: 99%
“…The calculation of the shear stresses in the mathematical models for each of the flow patterns require the determination of the wall and interfacial friction factors. The wellbore and drillpipe wall friction factors for the concentric and eccentric annuli can be determined using the models suggested by Ibarra et al (2019). The interfacial friction factors may be determined as follows:…”
Section: Annuli Pressure Gradientmentioning
confidence: 99%
“…Caetano et al (1992) presented friction factor equations for axial steady-state annuli flows, expressed as a function of the annuli friction geometry parameter and determined from the solution of the continuity equation, equation of motion and the Fanning equation. Although these equations were derived for fully developed Newtonian annuli flows, some studies have applied them when mathematically modelling non-Newtonian annuli flows (Ibarra et al, 2019;Lage and Time, 2002). However, the Caetano et al (1992) friction factors equations cannot be applied to address the effect of the inner pipe rotation on non-Newtonian annuli fluid flows.…”
Section: Introductionmentioning
confidence: 99%