A formula expressing the statistical entropy of a lattice-gas model as a multiparticle correlation expansion is derived in the grand-canonical and in the canonical ensembles. The differences from the analogous expansion in the continuum case are elucidated. The Ising model in one dimension is discussed as a case study.
Statistical entropy of a lattice-gas model: Multiparticle correlation expansion
PRESTIPINO GIARRITTA, Santi;GIAQUINTA, Paolo Vittorio
1999-01-01
Abstract
A formula expressing the statistical entropy of a lattice-gas model as a multiparticle correlation expansion is derived in the grand-canonical and in the canonical ensembles. The differences from the analogous expansion in the continuum case are elucidated. The Ising model in one dimension is discussed as a case study.File in questo prodotto:
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