Study on the velocity of droplet at steady state in contraction microchannels by numerical simulation
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#droplet dynamics #droplet-based microfluidic #contraction microchannel #numerical simulation #velocity of dropletsTài liệu tham khảo
J. Castillo-León and W. E. Svendsen. Lab-on-a-Chip Devices and Micro-Total Analysis Systems: A Practical Guide. Springer International Publishing, (2015).
A. N. Christafakis and S. Tsangaris. Two-phase flows of droplets in contractions and double bends. Engineering Applications of Computational Fluid Mechanics, 2, (2008), pp. 299–308.
D. J. E. Harvie, M. R. Davidson, J. J. Cooper-White, and M. Rudman. A parametric study of droplet deformation through a microfluidic contraction. ANZIAM Journal, 46, (2005).
D. J. E. Harvie, M. R. Davidson, J. J. Cooper-White, and M. Rudman. A parametric study of droplet deformation through a microfluidic contraction: Low viscosity Newtonian droplets. Chemical Engineering Science, 61, (2006), pp. 5149–5158.
D. J. E. Harvie, M. R. Davidson, J. J. Cooper-White, and M. Rudman. A parametric study of droplet deformation through a microfluidic contraction: Shear thinning liquids. International Journal of Multiphase Flow, 33, (2007), pp. 545–556.
I.-L. Ngo, T.-D. Dang, C. Byon, and S. W. Joo. A numerical study on the dynamics of droplet formation in a microfluidic double T-junction. Biomicrofluidics, 9, (2015).
D. J. E. Harvie, J. J. Cooper-White, and M. R. Davidson. Deformation of a viscoelastic droplet passing through a microfluidic contraction. Journal of Non-Newtonian Fluid Mechanics, 155, (2008), pp. 67–79.
C. Galusinski and P. Vigneaux. On stability condition for bifluid flows with surface tension: Application to microfluidics. Journal of Computational Physics, 227, (2008), pp. 6140–6164.
Z. Zhang, J. Xu, B. Hong, and X. Chen. The effects of 3D channel geometry on CTC passing pressure – towards deformability-based cancer cell separation. Lab Chip, 14, (14), (2014), pp. 2576–2584.
H. Liu and Y. Zhang. Modelling thermocapillary migration of a microfluidic droplet on a solid surface. Journal of Computational Physics, 280, (2015), pp. 37–53.
V. T. Hoang, J. Lim, C. Byon, and J. M. Park. Three-dimensional simulation of droplet dynamics in planar contraction microchannel. Chemical Engineering Science, 176, (2018), pp. 59–65.
V. T. Hoang, V. D. Le, J. M. Park, and B.-T. Truong-Le. Effect of entry geometry on droplet dynamics in contraction microchannel. International Journal of Multiphase Flow, 167, (2023).
Y. Ling, J.-M. Fullana, S. Popinet, and C. Josserand. Droplet migration in a hele–shaw cell: Effect of the lubrication film on the droplet dynamics. Physics of Fluids, 28, (2016).
T. Helmers, P. Kemper, J. Thöming, and U. Mießner. Modeling the excess velocity of low-viscous Taylor droplets in square microchannels. Fluids, 4, (2019).
N. Ioannou, H. Liu, and Y. H. Zhang. Droplet dynamics in confinement. Journal of Computational Science, 17, (2016), pp. 463–474.
S. Guido and M. Villone. Three-dimensional shape of a drop under simple shear flow. Journal of Rheology, 42, (1998), pp. 395–415.
M. R. Kennedy, C. Pozrikidis, and R. Skalak. Motion and deformation of liquid drops, and the rheology of dilute emulsions in simple shear flow. Computers & Fluids, 23, (1994), pp. 251–278.
X.-B. Li, F.-C. Li, J.-C. Yang, H. Kinoshita, M. Oishi, and M. Oshima. Study on the mechanism of droplet formation in T-junction microchannel. Chemical Engineering Science, 69, (2012), pp. 340–351.
V. T. Hoang and J. M. Park. A Taylor analogy model for droplet dynamics in planar extensional flow. Chemical Engineering Science, 204, (2019), pp. 27–34.