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
Thermodynamic functions of lactams in the ideal gas state physics, using an
anharmonic approximation in the range of 298-1500 K with allowance for all known
Low-temperature anharmonic phonon properties of supported grapheneTemperature-dependent Raman studies of
anharmonic phonon-phonon processes in supported graphene
Higher transcendental functions in statistical theory of strongly anharmonic solids theory of an unsymmetrized self-consistent field for strongly
anharmonic crystals. The solutions
Thermodynamic properties of dimethylene urethane of 323-353 K. Thermodynamic functions in the ideal gas state are calculated using the rigid rotator-
anharmonic 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
CALCULATION OF EQUILIBRIUM OF HIGHLY ANHARMONIC CRYSTALS OF INERT-GASES WITH VAPORCALCULATION OF EQUILIBRIUM OF HIGHLY
ANHARMONIC CRYSTALS OF INERT-GASES WITH VAPOR
THEORY OF PHASE-TRANSITION BETWEEN A STRONGLY ANHARMONIC CRYSTAL AND GASTHEORY OF PHASE-TRANSITION BETWEEN A STRONGLY
ANHARMONIC CRYSTAL AND GAS