Nonlocal heat transfer in two-dimensional Lennard–Jones crystal: Application of the molecular dynamics method
- M.N. Ovchinnikov
- G.G. Kushtanova
DOIAbstract
The redistribution of heat between two subsystems in the two-dimensional crystal consisting of particles interacting by means of the Lennard–Jones potential with argon parameters is considered in the frame of molecular dynamics method. Calculations of heat flux, its time derivative and kinetic temperature gradient showed that the characteristic relaxation times of the nonequilibrium flux within the nonlocal Cattaneo model at temperatures 10K<T<40K are very small (τv<10-11s) and, comparable with the time of phonons free path. Keywords: Molecular dynamics, Heat flux, Relaxation time, Lennard–Jones potential, Nonlinear telegrapher equation, The finite velocity of perturbations propagatio
Add to ORKG