@book{8ed413248031428b8af764a043ad862a,
title = "The anisotropic 3D Ising model",
abstract = "An asymptotically exact expression for the free energy of an (001) oriented domain wall of the 3D Ising model is derived. The order-disorder transition takes place when the domain wall free energy vanishes. In the anisotropic limit, where two of the three exchange energies (e.g. \$J\_x\$ and \$J\_y\$ ) are small compared to the third exchange energy ( \$J\_z\$ ), the following equation for the critical temperature is derived, \$\textbackslash{}sinh\textbackslash{}left(\textbackslash{}frac\{2J\_z\}\{k\_BT\_c\}\textbackslash{}right)\textbackslash{}sinh\textbackslash{}left(\textbackslash{}frac\{2(J\_x+J\_y)\}\{k\_BT\_c\}\textbackslash{}right)=1.\$ It is shown that this expression is asymptotically exact.",
keywords = "METIS-242078, IR-67017, EWI-9534",
author = "Zandvliet, \{Henricus J.W.\} and A. Saedi and C. Hoede",
year = "2007",
month = mar,
language = "English",
publisher = "University of Twente",
number = "2/1829",
address = "Netherlands",
}