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Abstract / Description of output
The forcedriven Poiseuille flow of dense gases between two parallel plates is investigated through the numerical solution of the generalized Enskog equation for twodimensional hard discs. We focus on the competing effects of the mean free path (Formula presented.), the channel width (Formula presented.) and the disc diameter (Formula presented.). For elastic collisions between hard discs, the normalized mass flow rate in the hydrodynamic limit increases with (Formula presented.) for a fixed Knudsen number (defined as (Formula presented.)), but is always smaller than that predicted by the Boltzmann equation. Also, for a fixed (Formula presented.), the mass flow rate in the hydrodynamic flow regime is not a monotonically decreasing function of (Formula presented.) but has a maximum when the solid fraction is approximately 0.3. Under ultratight confinement, the famous Knudsen minimum disappears, and the mass flow rate increases with (Formula presented.), and is larger than that predicted by the Boltzmann equation in the freemolecular flow regime; for a fixed (Formula presented.), the smaller (Formula presented.) is, the larger the mass flow rate. In the transitional flow regime, however, the variation of the mass flow rate with (Formula presented.) is not monotonic for a fixed (Formula presented.): the minimum mass flow rate occurs at (Formula presented.). For inelastic collisions, the energy dissipation between the hard discs always enhances the mass flow rate. Anomalous slip velocity is also found, which decreases with increasing Knudsen number. The mechanism for these exotic behaviours is analysed.
Original language  English 

Pages (fromto)  252266 
Number of pages  15 
Journal  Journal of Fluid Mechanics 
Volume  794 
Early online date  30 Mar 2016 
DOIs  
Publication status  Published  10 May 2016 
Keywords / Materials (for Nontextual outputs)
 granular media
 micro/nanofluid dynamics
 noncontinuum effects
 COMPLEX FLUIDS
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Dive into the research topics of 'Nonequilibrium dynamics of dense gas under tight confinement'. Together they form a unique fingerprint.Projects
 4 Finished

FluidNet: Edinburgh Fluid Dynamics Group
Viola, I. M., Reese, J., Hoskins, P., Vanneste, J., Leimkuhler, B., Berera, A., Morozov, A., Haszeldine, S., Tett, S. & Bethune, I.
30/06/14 → 30/06/15
Project: University Awarded Project Funding

The First OpenSource Software for NonContinuum Flows in Engineering
Reese, J. & Borg, M.
1/10/13 → 31/03/18
Project: Research

Multiscale Simulation of Micro and Nano Gas Flows
Reese, J. & Zhang, Y.
1/08/11 → 31/01/15
Project: Project from a former institution