@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, $\sinh\left(\frac{2J_z}{k_BT_c}\right)\sinh\left(\frac{2(J_x+J_y)}{k_BT_c}\right)=1.$ 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, Department of Applied Mathematics",

number = "2/1829",

}