It has recently been shown that the ab initio anharmonic free energy of fcc crystals can be approximated to meV/atom accuracy by a lattice of anharmonic nearest-neighbor bonds, where the bonding potential can be efficiently parametrized from the target system. We develop a mean-field approach for the free energy of a general bond lattice, analytically accounting for strong bond-bond correlations while enforcing material compatibility and thermodynamic self-consistency. Applying our fundamentally anharmonic model to fcc crystals yields free energies within meV/atom of brute force thermodynamic integration for core seconds of computational effort. Potential applications of this approach in computational materials science are discussed.
Anharmonic free energy of lattice vibrations in fcc crystals from a mean-field bond
Creators
Thomas D. Swinburne - Aix-Marseille University
Jan Janssen - Max Planck Institute for Iron Research
Mira Todorova - Max Planck Institute for Iron Research
Gideon Simpson - Drexel University
Petr Plechac - University of Delaware
Mitchell Luskin - University of Minnesota
Joerg Neugebauer - Max Planck Inst Eisenforsch GmbH, Dept Computat Mat Design, Max Planck Str 1, D-40237 Dusseldorf, Germany
Publication Details
Physical review. B, v 102(10)
Publisher
Amer Physical Soc
Number of pages
5
Grant note
405621217; 405621160 / German Research Foundation (DFG)
1906129; DMS1818726 / NSF; National Science Foundation (NSF)
ANR-19-CE46-0006-1 / Agence Nationale de Recherche; French National Research Agency (ANR)
W911NF-19-1-0243 / ARO
Resource Type
Journal article
Language
English
Academic Unit
Mathematics
Web of Science ID
WOS:000565455400001
Scopus ID
2-s2.0-85094169386
Other Identifier
991019168411704721
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