This paper deals with the interface between a solid and an ideal gas. The surface of the solid is considered to be an ideal wall, if the flux of entropy is continuous, i.e., if the interaction between wall and gas is non-dissipative. The concept of an ideal wall is discussed within the framework of kinetic theory. In particular it is shown that a non-dissipative wall must be adiabatic and does not exerts shear stresses to the gas, if the interaction of a gas atom with the wall is not influenced by the presence of other gas atoms. It follows that temperature jumps and slip will be observed at virtually all walls, although they will be negligibly small in the hydrodynamic regime (i.e., for small Knudsen numbers
This paper offers a simple macroscopic approach to the question of the slip boundary condition to be...
The slip behavior of simple fluids over atomically smooth surfaces was investigated in a wide range ...
Paper describing a procedure for calculating wall distance in arbitrary geometrics. Methods for simu...
This article deals with the calculations of the temperature jump at the wall for gas flows in the sli...
It is shown that the ideal gas adiabatic relation, PV^γ = constant, can be derived by considering th...
This work involves a molecular simulation study of the phenomena of wall slip occurring in rarefied ...
22 pages, 1 figure; submitted to Kinetic and Related ModelsInternational audienceWe investigate the ...
In most applications concerning a fluid flowing past a solid surface, the no-slip conditions are usu...
We discovered an out-of-equilibrium transition in the ideal gas between two walls, divided by an inn...
Methods for simulating the critical near-wall region in hydrodynamic models of gas micro-flows are d...
Part of the Springer INdAM Series book series (SINDAMS, volume 48)A system of fluid-dynamic-type equ...
The ideal-gas barometric and pressure laws are derived from the Democritian concept of independent c...
International audienceIn micro-channel gas flows, velocity slip and temperature jump must be applied...
In Paper I of this series, the elastic collision was described via simultaneous processes, where the...
This article deals with the problem of temperature jump and slip velocity at the wall in gas/surface...
This paper offers a simple macroscopic approach to the question of the slip boundary condition to be...
The slip behavior of simple fluids over atomically smooth surfaces was investigated in a wide range ...
Paper describing a procedure for calculating wall distance in arbitrary geometrics. Methods for simu...
This article deals with the calculations of the temperature jump at the wall for gas flows in the sli...
It is shown that the ideal gas adiabatic relation, PV^γ = constant, can be derived by considering th...
This work involves a molecular simulation study of the phenomena of wall slip occurring in rarefied ...
22 pages, 1 figure; submitted to Kinetic and Related ModelsInternational audienceWe investigate the ...
In most applications concerning a fluid flowing past a solid surface, the no-slip conditions are usu...
We discovered an out-of-equilibrium transition in the ideal gas between two walls, divided by an inn...
Methods for simulating the critical near-wall region in hydrodynamic models of gas micro-flows are d...
Part of the Springer INdAM Series book series (SINDAMS, volume 48)A system of fluid-dynamic-type equ...
The ideal-gas barometric and pressure laws are derived from the Democritian concept of independent c...
International audienceIn micro-channel gas flows, velocity slip and temperature jump must be applied...
In Paper I of this series, the elastic collision was described via simultaneous processes, where the...
This article deals with the problem of temperature jump and slip velocity at the wall in gas/surface...
This paper offers a simple macroscopic approach to the question of the slip boundary condition to be...
The slip behavior of simple fluids over atomically smooth surfaces was investigated in a wide range ...
Paper describing a procedure for calculating wall distance in arbitrary geometrics. Methods for simu...