| Título: | First-order Phase Transitions in Finite Systems I: Periodic Boundary Conditions |
| Autores: | Medved, Igor |
| Fecha: | 2011-06-28 |
| Publicador: | Advances in Electrical and Electronic Engineering |
| Fuente: |
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| Tipo: |
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| Tema: | Boundary; models; temperatures. |
| Descripción: | We briefly review rigorous results on the finite-size effect near first-order phase transitions at which a two-phase coexistence takes place. We consider a large class of statistical mechanical models in (hyper)cubic volumes with periodic boundary conditions at low temperatures. The results show a universal behavior of the asymptotic smoothing of the phase transition discontinuities. The determination of the transition point from |
| Idioma: | Inglés |
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