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Название: Stationary Nonequilibrium States in the Ising Model with Locally Competing Temperatures
Авторы: Garrido P.L., Labarta A.
We study kinetic one- and two-dimensional Ising models whose transition probabilities occur according to two (or more) locally competing temperatures. The model is solved analytically and studied numerically on different assumptions to reveal a variety of stationary nonequilibrium states and phase transitions; we also investigate the system relaxation in some typical cases.