2014
DOI: 10.2474/trol.9.45
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Macroscopic No-Slip Boundary Condition Confirmed in Full Atomistic Simulation of Oil Film

Abstract: The no-slip boundary condition widely used in the macroscopic fluid mechanics has not been explained from the molecular level. This letter describes all atom molecular dynamics simulation to study boundary slip of hydrocarbon oil film under shear of a submicron thickness confined between solid walls. The large time-space scale simulation under the realistic interactions of fluid atoms, solid-fluid interaction and sliding speed has shown the no-slip of the oil film. The difference between the nanoscale film and… Show more

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Cited by 18 publications
(20 citation statements)
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References 22 publications
(34 reference statements)
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“…This final observation is critical since most experimental surfaces will contain fractal roughness, even down to the atomic scale [178], which is likely to discourage boundary slip on conventional surfaces. Moreover, large-scale NEMD simulations of > 100 nm n-hexane films between atomically-smooth iron surfaces under realistic EHL conditions (F N = 1 GPa,  = 10 5 s −1 ) confirmed the suitability of a macroscopic no-slip boundary condition for this particular system [170]. NEMD simulations of n-alkanes (C 3 −C 10 ) confined between surfaces with patterned stick and slip regions by Savio et al [179] showed that such heterogeneous surfaces can lead to cavitation under sufficient confinement.…”
Section: Boundary Slipmentioning
confidence: 81%
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“…This final observation is critical since most experimental surfaces will contain fractal roughness, even down to the atomic scale [178], which is likely to discourage boundary slip on conventional surfaces. Moreover, large-scale NEMD simulations of > 100 nm n-hexane films between atomically-smooth iron surfaces under realistic EHL conditions (F N = 1 GPa,  = 10 5 s −1 ) confirmed the suitability of a macroscopic no-slip boundary condition for this particular system [170]. NEMD simulations of n-alkanes (C 3 −C 10 ) confined between surfaces with patterned stick and slip regions by Savio et al [179] showed that such heterogeneous surfaces can lead to cavitation under sufficient confinement.…”
Section: Boundary Slipmentioning
confidence: 81%
“…These simulations have shown that the slip length generally increases with increasing sliding velocity and pressure [168][169][170][171]. At very high sliding velocity, the slip length asymptotes towards a constant value [57].…”
Section: Boundary Slipmentioning
confidence: 91%
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“…The film thickness is calculated from the average of the difference between the highest and lowest fluid molecules in the fluid film. The simulation code is parallelized and tested on a massively parallel computer, which was described in our previous work [2,3].…”
Section: Methodsmentioning
confidence: 99%