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Statistical theory of anisotropic, strongly anharmonic crystalsStatistical theory of anisotropic, strongly anharmonic crystals
Self-consistent theory of the surface thermodynamic properties of strongly anharmonic crystals semiinfinite, strongly anharmonic crystal bounded by a gaseous phase. These equations are used to obtain
Equations of state for strongly anharmonic crystals with a complex lattice of state for strongly anharmonic crystals with a complex lattice are considered, allowing, in principle
THEORY OF PHASE-TRANSITION BETWEEN A STRONGLY ANHARMONIC CRYSTAL AND GASTHEORY OF PHASE-TRANSITION BETWEEN A STRONGLY ANHARMONIC CRYSTAL AND GAS
UNSYMMETRIZED SELF-CONSISTENT FIELD APPROXIMATION FOR IMPERFECT STRONGLY ANHARMONIC CRYSTALSUNSYMMETRIZED SELF-CONSISTENT FIELD APPROXIMATION FOR IMPERFECT STRONGLY ANHARMONIC CRYSTALS
ON THE STATISTICAL-THEORY OF VACANCIES IN STRONGLY ANHARMONIC CRYSTALSON THE STATISTICAL-THEORY OF VACANCIES IN STRONGLY ANHARMONIC CRYSTALS
ON THE STATISTICAL-THEORY OF POINT-DEFECTS IN PURE-CRYSTALS WITH STRONG ANHARMONICITYON THE STATISTICAL-THEORY OF POINT-DEFECTS IN PURE-CRYSTALS WITH STRONG ANHARMONICITY
Influence of strong anharmonicity on the dynamical properties of a crystal with BCC Lattice characteristics of a strongly anharmonic crystal with body-centered cubic lattice, namely, the inter
Equations of state of crystals with strong sixth-order anharmonicity packed crystals with strong anharmonicity of up to sixth order are considered. These equations include
Higher transcendental functions in statistical theory of strongly anharmonic solids theory of an unsymmetrized self-consistent field for strongly anharmonic crystals. The solutions
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