STABILITY OF A CRYSTAL-FIELD SPLIT SPIN-GLASS

JOURNAL OF PHYSICS C-SOLID STATE PHYSICS 18:26 (1985) 5201-5213

Authors:

PJ MOTTISHAW, D SHERRINGTON

THE AXIAL ISING-MODEL WITH 3RD NEIGHBOR INTERACTIONS - LOW-TEMPERATURE EXPANSION

PHYSICA A 134:1 (1985) 84-122

Authors:

M BARRETO, J YEOMANS

THE ENERGETICS OF POLYTYPIC STRUCTURES - FURTHER APPLICATIONS OF THE ANNNI MODEL

ACTA CRYSTALLOGRAPHICA SECTION B-STRUCTURAL SCIENCE 41:OCT (1985) 310-319

Authors:

RJ ANGEL, GD PRICE, J YEOMANS

THE ENERGETICS OF POLYTYPIC STRUCTURES - A COMPUTER-SIMULATION OF MAGNESIUM-SILICATE SPINELLOIDS

ACTA CRYSTALLOGRAPHICA SECTION B-STRUCTURAL SCIENCE 41:AUG (1985) 231-239

Authors:

GD PRICE, SC PARKER, J YEOMANS

A low-temperature mean-field theory of the three-dimensional, p-state chiral clock model

Journal of Physics C Solid State Physics 17:20 (1984) 3601-3614

Abstract:

The low-temperature phase diagram of the p-state chiral clock model is studied by mapping the model on to a one-dimensional array of interacting domain walls within a mean-field approximation. Infinite sequences of commensurate phases are found for all values of p. The domain wall picture gives some insight into the reasons for the stability of given phase sequences. The results agree well with low-temperature series calculations.