2008
DOI: 10.1016/j.cej.2007.08.015
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Numerical simulation of the gas–liquid flow in a laboratory scale bubble column

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Cited by 147 publications
(88 citation statements)
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“…[413,431]). In this respect, the multi-phase equivalent of the standard k-ε model is widely used [413][414][415]428,[432][433][434][435]. Comparisons between the k-ε model and LES simulations have shown that similar performances are obtained in terms of average quantities; conversely, more accurate fluctuating quantities are achievable through LES [436][437][438][439], owing to the isotropic turbulence hypothesis of the k-ε model.…”
Section: The Eulerian Multi-fluid Approachmentioning
confidence: 69%
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“…[413,431]). In this respect, the multi-phase equivalent of the standard k-ε model is widely used [413][414][415]428,[432][433][434][435]. Comparisons between the k-ε model and LES simulations have shown that similar performances are obtained in terms of average quantities; conversely, more accurate fluctuating quantities are achievable through LES [436][437][438][439], owing to the isotropic turbulence hypothesis of the k-ε model.…”
Section: The Eulerian Multi-fluid Approachmentioning
confidence: 69%
“…Rzehak et al [459] compared various formulations applied to vertical bubbly flow in a pipe and concluded that the inclusion of this force into the model is fundamental. The virtual mass force arises from the relative acceleration of an immersed moving object to its surrounding fluid; this force is often found to be negligible in bubble column simulations [421,428,437,439,449,460], and different studies have neglected it [420,430,440,441,446,450,458,[461][462][463][464][465][466][467][468][469]. Recently, Ziegenhein et al [10] demonstrated that the virtual mass force has an influence on the prediction of the turbulence intensity at higher flow rates.…”
Section: The Eulerian Multi-fluid Approachmentioning
confidence: 99%
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“…A good deal of research has been done in this subject in the past 20 years, with 2 numerical methods as possible solutions to address the argon injection phenomena; namely Euler-Euler approach and Euler-Lagrangian approach. [32][33][34][35][36][37] The Euler-Euler approach implies the tracking of two different sets of equations, one for the continuum phase (steel in this case) and one for the dispersed phase (argon). The phases are solved as non-interpenetrating, immiscible media with their own material properties (density, viscosity, thermal conductivity, etc.…”
Section: Modelling Argon Injection Through the Dpm+vof Approachmentioning
confidence: 99%