2019
DOI: 10.1016/j.ces.2018.08.017
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Study of hydrodynamics in wave bioreactors by computational fluid dynamics reveals a resonance phenomenon

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Cited by 41 publications
(23 citation statements)
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“…After the rocking frequency was further elevated to 40 rpm, the laminar flow was no longer observed even in the middle region of the bag and the liquid showed a vigorous turbulent behavior. As recently reported, the Reynolds number can oscillate with time over a broad range in a single rocking cycle (Zhan et al, ). This indicates that there can exist several patterns of flow during a single rocking cycle, which distinguishes the wave bioreactor significantly from other types of bioreactors when it comes to engineering characterizations.…”
Section: Resultsmentioning
confidence: 62%
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“…After the rocking frequency was further elevated to 40 rpm, the laminar flow was no longer observed even in the middle region of the bag and the liquid showed a vigorous turbulent behavior. As recently reported, the Reynolds number can oscillate with time over a broad range in a single rocking cycle (Zhan et al, ). This indicates that there can exist several patterns of flow during a single rocking cycle, which distinguishes the wave bioreactor significantly from other types of bioreactors when it comes to engineering characterizations.…”
Section: Resultsmentioning
confidence: 62%
“…Therefore, the cross‐sectional area perpendicular to the liquid flow direction can be further reduced to a rectangular shape in the definition of Reynolds number. This is similar to the definition based on hydraulic diameter proposed by Eibl et al () with simplifications to make italicRe easier to determine, but different from the italicRe proposed by Marsh et al () or Zhan et al () who selected a different characteristic length, namely the length of the bag (L). The characteristic velocity (c) in the Reynolds number is the linear phase velocity of the wave (described below), and therefore the final form of Reynolds number in this study is given in following equation: Re=crnormalhv.…”
Section: Mass Transfer Model Developmentmentioning
confidence: 63%
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“…The shear stress in the fermentation broth is not just a function of the shear rate of mixing; an increasing viscosity drastically changes the shear stress conditions to which the cells are exposed [36,37]. Therefore, the shear forces in S. clavuligerus fermentation broths were expected to exceed the values reported for Newtonian fluids at similar agitation conditions in STR and single-use reactors [22,29,35].…”
Section: Discussionmentioning
confidence: 98%
“…Previous studies have shown that S. clavuligerus can be cultivated in STR reactors at mixing velocities up to 800 rpm without compromising cell viability [33,34]. In contrast with STR, it has been widely reported that shear forces in rocking and wave reactors are considerably lower than those arising in reactors with axial or orbital agitation [29,35], which is also in agreement with our results considering the calculated maximum shear stress ranging between 0.06 and 0.63 Pa. For the sake of comparison, the typical shear stress for water as a fluid model in wave reactors is in the range of 0.01 to 0.1 Pa at agitation rates from 15 to 30 rpm [29,35]. The shear stress in the fermentation broth is not just a function of the shear rate of mixing; an increasing viscosity drastically changes the shear stress conditions to which the cells are exposed [36,37].…”
Section: Discussionmentioning
confidence: 99%