Gibbs potential of particles on two-dimensional lattice in the muffin-tin model

Gibbs potential of particles on two-dimensional lattice in the muffin-tin model

The system of N identical particles in the tight bonding model on two-dimensional square periodic lattice, developed by axisymmetric partially-constant potential well, is considered. The chemical and thermodynamic Gibbs potentials of the system in Boltsman approximation are calculated.

Bibliographic Details
Main Authors: S.A. Khubezhov, V.I. Kesaev, I.V. Tvauri, A.P. Bliev, O.G. Ashkhotov, T.T. Magkoev
Format: Article
Language:Russian
Published: Tver State University 2017-12-01
Series:Физико-химические аспекты изучения кластеров, наноструктур и наноматериалов
Subjects:
potential
particle
lattice
theorem
function
level
crystal
model
reaction
equation
approximation
zone
Online Access:http://physchemaspects.ru/archives/2017/fh2017-doi-10-26456-pcascnn-2017-9-495.pdf
Description
Summary:The system of N identical particles in the tight bonding model on two-dimensional square periodic lattice, developed by axisymmetric partially-constant potential well, is considered. The chemical and thermodynamic Gibbs potentials of the system in Boltsman approximation are calculated.
ISSN:2226-4442
2658-4360

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