Volume 97, Number 3, February 2012
|Number of page(s)||5|
|Section||Condensed Matter: Structural, Mechanical and Thermal Properties|
|Published online||06 February 2012|
Coarse-grained theory of a realistic tetrahedral liquid model
Department of Chemical Physics, The Weizmann Institute of Science - Rehovot 76100, Israel
2 Theoretical Division and CNLS, Los Alamos National Laboratory - Los Alamos 87545, NM, USA
Accepted: 3 January 2012
Tetrahedral liquids such as water and silica-melt show unusual thermodynamic behavior such as a density maximum and an increase in specific heat when cooled to low temperatures. Previous work had shown that Monte Carlo and mean-field solutions of a lattice model can exhibit these anomalous properties with or without a phase transition, depending on the values of the different terms in the Hamiltonian. Here we use a somewhat different approach, where we start from a very popular empirical model of tetrahedral liquids —the Stillinger-Weber model— and construct a coarse-grained theory which directly quantifies the local structure of the liquid as a function of volume and temperature. We compare the theory to molecular-dynamics simulations and show that the theory can rationalize the simulation results and the anomalous behavior.
PACS: 64.70.Ja – Liquid-liquid transitions / 61.20.Gy – Theory and models of liquid structure / 64.70.qd – Thermodynamics and statistical mechanics
© EPLA, 2012
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