Derivation of low-temperature expansions for Ising model. V. Three-dimensional lattices-field grouping
M F Sykes; D S Gaunt; S R Mattingly; J W Essam; B R Heap; C J Elliott; M F Sykes; King's Coll., London, UK; D S Gaunt; King's Coll., London, UK; S R Mattingly; King's Coll., London, UK; J W Essam; King's Coll., London, UK; B R Heap; King's Coll., London, UK; C J Elliott; King's Coll., London, UK
Журнал:
Journal of Physics A: Mathematical, Nuclear and General
Дата:
1973-10-01
Аннотация:
For pt.IV, see J. Math. Phys., vol. 14, 1071 (1973). A brief description is given of the derivation of series expansions for the three-dimensional Ising model of a ferromagnet and antiferromagnet as a high-field grouping. New results are given for the high-field polynomials for the face-centred cubic lattice to order 8, the body-centred cubic lattice to order 11, the simple cubic lattice to order 13 and the diamond lattice to order 17.
454.0Кб