Local equilibrium in inhomogeneous stochastic models of heat transport.
Date
2016-07
Authors
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Journal ISSN
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Publisher
Springer US
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Abstract
We extend the duality of Kipnis et al. (J Stat Phys 27:65–74, 1982) to inhomogeneous lattice gas systems where either the components have different degrees of freedom or the rate of interaction depends on the spatial location. Then the dual process is applied to prove local equilibrium in the hydrodynamic limit for some inhomogeneous high dimensional systems and in the nonequilibrium steady state for one dimensional systems with arbitrary inhomogeneity
Description
Scholarly article / OA (arXiv)
Keywords
nonequilibrium steady states (NESS), Local thermodynamic equilibrium, Heat transport, Inhomogeneous systems
Citation
Nándori, P. (2016). Local equilibrium in inhomogeneous stochastic models of heat transport. Journal of Statistical Physics: 1, 164(2), 410–437. https://doi.org/10.1007/s10955-016-1551-7