Finite-size scaling of two-dimensional axial next-nearest-neighbor Ising models

Physical Review B 31:11 (1985) 7166-7170

Authors:

PD Beale, PM Duxbury, J Yeomans

Abstract:

A finite-size-scaling analysis is applied to two axial next-nearest- neighbor Ising (ANNNI) models. By using the scaling behavior of both the correlation length and the modulation wave vector we are able to clearly identify and distinguish between the ordered commensurate phases, the lock-in fluid phases, and in particular, the two types of incommensurate (floating) phases occurring in the models. As expected, the brickwork ANNNI model does not have a floating-solid phase, but instead has a q=(1/4) lock-in fluid phase above its 2 phase. On the basis of our results, we conclude that, in contrast to a recent suggestion, transfer-matrix methods can be a powerful tool in the study of two-dimensional models which exhibit incommensurate phases. © 1985 The American Physical Society.

ANNEALED DEFECTS IN LONG-PERIOD STRUCTURES

JOURNAL OF PHYSICS C-SOLID STATE PHYSICS 18:7 (1985) L163-L168

Authors:

H ROEDER, J YEOMANS

CAN LONG-PERIOD PHASES REMAIN STABLE IN THE PRESENCE OF QUENCHED IMPURITIES

JOURNAL OF PHYSICS C-SOLID STATE PHYSICS 18:4 (1985) 857-867

Authors:

S FISHMAN, J YEOMANS

DILUTION-INDUCED SPIN CANTING IN FERROMAGNETS WITH COMPETING INTERACTIONS - PROTOTYPE FOR TRANSVERSE PSEUDO-SPIN-GLASS ORDER

JOURNAL OF PHYSICS C-SOLID STATE PHYSICS 18:7 (1985) 1465-1480

Authors:

MW DUNLOP, D SHERRINGTON

FOCAL COOLING OF HUMAN NERVE AND SLOWED NA+ INACTIVATION

ELECTROENCEPHALOGRAPHY AND CLINICAL NEUROPHYSIOLOGY 60:5 (1985) P107-P107

Authors:

AA LOUIS, JR HOTSON