论文标题
在一般旋转中没有远程订单-S $ KAGOME晶格Ising Antyromagnet
Absence of long-range order in a general spin-$S$ kagome lattice Ising antiferromagnet
论文作者
论文摘要
由于Monte Carlo Simulation在Kagome Lattice（IAKL）上的Ising Antiferromagnet中研究了出现某种远程顺序（LRO）的可能性（LRO）。特别地，对自旋相关函数的关键指数（从有限尺寸的缩放分析中获得）的各种值（包括$ s $）（包括$ s = \ infty $）进行了评估，其目标是确定旋转$ s_c $的某种阈值的阈值是否在该系统中是否存在true或quasi-lro，类似于Triangular lattice lattice lattice lattice（iiat）。发现与IATL情况不同，IAKL模型对于任何自旋值和任何有限温度仍然无序。
The possibility of the emergence of some kind of long-range ordering (LRO) due to the increase of multiplicity of the local degrees of freedom (spin value $S$) is studied in an Ising antiferromagnet on a kagome lattice (IAKL) by Monte Carlo simulation. In particular, the critical exponent of the spin correlation function, obtained from a finite-size scaling analysis, is evaluated for various values of $S$, including $S=\infty$, with the goal to determine whether there exists some threshold value of the spin $S_C$ above which the system would show true or quasi-LRO, similar to a related model on a triangular lattice (IATL). It is found that, unlike in the IATL case, the IAKL model remains disordered for any spin value and any finite temperature.
