In the present article, we have analyzed to which extent the steady st
ates produced in simulations of fluids undergoing shear flow, can trul
y be representations of experimental steady states. For this purpose,
we have performed nonequilibrium molecular dynamics (NEMD) simulations
of two different fluid systems undergoing shear how. One system is a
Lennard-Jones (LJ) fluid where the viscous heat produced by shearing t
he system is eliminated only in certain regions of the simulation box.
The other system is a polymer immersed in an atomic solvent. In this
case, the viscous heat was removed by coupling a homogeneous thermosta
t to different degrees of freedom in the system. The results of these
simulations show that at the shear rates commonly produced in simulati
on, the rate of production of viscous heat is very large. This heat is
eliminated by the thermostat at rates that are higher than the rates
of transport of heat across the fluid. Moreover, the heat has no time
to redistribute into the different degrees of freedom of the system, a
nd different steady states are reached depending on to which degrees o
f freedom the thermostat is coupled. As a conclusion of this investiga
tion we believe that the efforts of simulating fluids undergoing shear
flow should be directed to simulate lower shear rates. (C) 1996 Ameri
can Institute of Physics.