We present some computer simulations run on a stochastic cellular automaton (CA). The CA simulates a gas of particles which are in a channel,the interval [1, L] in (Formula presented.), but also in “reservoirs” (Formula presented.) and (Formula presented.). The evolution in the channel simulates a lattice gas with Kawasaki dynamics with attractive Kac interactions; the temperature is chosen smaller than the mean field critical one. There are also exchanges of particles between the channel and the reservoirs and among reservoirs. When the rate of exchanges among reservoirs is in a suitable interval the CA reaches an apparently stationary state with a non zero current; for different choices of the initial condition the current changes sign. We have a quite satisfactory theory of the phenomenon but we miss a full mathematical proof.
|Titolo:||Particle Models with Self Sustained Current|
|Autori interni:||COLANGELI, MATTEO|
DE MASI, Anna
|Data di pubblicazione:||2017|
|Rivista:||JOURNAL OF STATISTICAL PHYSICS|
|Appare nelle tipologie:||1.1 Articolo in rivista|