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二维Fibonacci准晶伊辛模型的蒙特卡罗计算
引用本文:郭子政 吴晓薇. 二维Fibonacci准晶伊辛模型的蒙特卡罗计算[J]. 内蒙古师范大学学报(自然科学版), 1997, 0(1): 29-32
作者姓名:郭子政 吴晓薇
作者单位:[1]内蒙古师范大学物理系 [2]内蒙古农牧学院基础部
摘    要:利用蒙特卡罗法研究了二维Fibonacci准晶伊辛模型的相变问题。同正方格子相比,二维Fibonacci格子发生顺磁-铁磁相变的临界点向低温方向偏移,对此结果给出了合理解释。

关 键 词:二维 准晶 伊辛模型 Fibonacci格子 蒙特卡罗法

MONTE CARLO CALCULATION OF THE ISING MODEL ON THE TWO-DIMENSIONAL FIBONACCI QUASILATTICE
Guo Zizheng, Zhou Peiqin, Wu Xiaowei. MONTE CARLO CALCULATION OF THE ISING MODEL ON THE TWO-DIMENSIONAL FIBONACCI QUASILATTICE[J]. Journal of Inner Mongolia Normal University(Natural Science Edition), 1997, 0(1): 29-32
Authors:Guo Zizheng   Zhou Peiqin   Wu Xiaowei
Abstract:The Ising model on the two-dimensional Fihonacci quasilattice is studied by meanso f the Monte carlo method. It is shown that the paramagnetic -- ferromagnetic phase transition canalso take place on the two -- dimensional Fihonacci quasllattice, but the critical point has shifted inthe direction of lower temperature, comparing with the square lattice, and an explanation is givenfor this point of the results.
Keywords:two-dimensional Fibonacci quasilattice   the Ising model   Monte Carlo method  phase transition
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