Poiseuille flow of Lennard-Jones fluids in narrow slit pores

By K. Travis, Keith E. Gubbins. 2000

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Tractions, Balances, and Boundary Conditions for Nonsimple Materials with Application to Liquid Flow at Small-Length Scales (2006, background): “What is more important, such simulations indicate that the classical theory breaks down below 10 molecular diameters [3, 18, 19, 22, 26, 42, 43], and therefore it could be asked: can a continuum theory such as ours be applicable at such small-length scales? In fact, materials science is replete with”
Molecular Hydrodynamics of the Moving Contact Line in Two-Phase Immiscible Flows (2005, background): “3 Flow in narrow channels It is generally believed that continuum hydrodynamic predictions tend to deviate more from the “true” MD results as the channel is further narrowed [42].”
Effects of interface wettability on microscale flow by molecular dynamics simulation (2004, methodology): “In earlier MD work on Poiseuille flow [6,8,9], external force was applied uniformly to each liquid molecule similar to that of a gravity-driven flow.”
Transport properties of liquid argon in krypton nanochannels: Anisotropy and non-homogeneity introduced by the solid walls (2009, methodology): “For atomic systems far from equilibrium, such as liquid flows in channels, non-equilibrium molecular dynamics (NEMD) offers an effective flow simulation method as well as an alternative method for the calculation of transport properties of liquids, either in simple monoatomic fluids [2–9] or in more”