Title :
Phase transition in fractals ferromagnetics models
Author :
Bondarenko, Anatoly N. ; Lomov, Andrey V.
Author_Institution :
Novosibirsk State Tech. Univ., Russia
Abstract :
We consider Ising model on regular two-dimensional lattice and on Sierpinski carpets with different lattice topology. We present the results of compute research of influence fractal topology on critical temperature value. This problem is actual in a problem of non-aggression control medium. The investigation of critical phenomenon carried out using Monte-Carlo simulation (Metropolis algorithm). Computer program is enable to research phase transitions on fractal lattices of different types.
Keywords :
Ising model; Monte Carlo methods; ferromagnetism; fractals; magnetic transitions; topology; Ising model; Metropolis algorithm; Monte-Carlo simulation; Sierpinski carpets; computer program; critical temperature value; fractal topology; fractals ferromagnetics models; lattice topology; phase transition; two-dimensional lattice;
Conference_Titel :
Science and Technology, 2003. Proceedings KORUS 2003. The 7th Korea-Russia International Symposium on
Print_ISBN :
89-7868-617-6
