2021
DOI: 10.1016/j.ces.2021.116621
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General rules of bubble formation in viscous liquids in a modified step T-junction microdevice

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Cited by 36 publications
(28 citation statements)
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“…According to the characteristic of short bubble formation in this capillary embedded step T‐junction microdevice, we defined three parameters, W neck (the width of the bubble neck), L (the length of the bubble), and W tail (the width of the bubble tail), to describe the bubble generation process, as depicted in Figure 9A. During the bubble formation process, four different forces, include the liquid inertia force, the gas inertia force, the gas–liquid interface tension force, and the viscous shearing force of the liquid phase, are the dominative forces to determine the bubble generation 39,40 . The general evolution rules of the three parameters and a typical dynamic generation process for the N 2 bubble in viscous glycerol–water solution are shown in Figure 9B,C, respectively.…”
Section: Resultsmentioning
confidence: 99%
“…According to the characteristic of short bubble formation in this capillary embedded step T‐junction microdevice, we defined three parameters, W neck (the width of the bubble neck), L (the length of the bubble), and W tail (the width of the bubble tail), to describe the bubble generation process, as depicted in Figure 9A. During the bubble formation process, four different forces, include the liquid inertia force, the gas inertia force, the gas–liquid interface tension force, and the viscous shearing force of the liquid phase, are the dominative forces to determine the bubble generation 39,40 . The general evolution rules of the three parameters and a typical dynamic generation process for the N 2 bubble in viscous glycerol–water solution are shown in Figure 9B,C, respectively.…”
Section: Resultsmentioning
confidence: 99%
“…It shows that the generation frequency in liquids with higher viscosities (89.8 and 151.9 mPa·s) has a negative relationship with the liquid phase flow rate. This phenomenon is primarily for the reason that the liquid phase pressure in the intersection of the T-junction is almost the same as the gas injection pressure (see Figure b), and the decrement degree of the gas phase flow rate is bigger than that of the Taylor bubble volume in this gas–liquid pressure ratio range; thus, the bubble generation frequency rule is in the decrement stage . However, Mi et al reported that the Taylor bubble generation frequency is only increased as the liquid phase flow rate increases in lower viscous liquids with viscosities of 1.0, 2.32, and 6.53 mPa·s under the same constant pressure-driven gas injection method.…”
Section: Resultsmentioning
confidence: 99%
“…The smaller characteristic size and larger specific surface area of microreactors significantly improve heat and mass transfer rates, 8–11 easily meet the requirements of isothermal conditions and effectively control the reaction selectivity. A smaller liquid holdup is conducive to the realization of intrinsic safety.…”
Section: Introductionmentioning
confidence: 99%