论文标题
在切丁的晶格上的伪季-1系统的确切统计热力学
Exact Statistical Thermodynamics of the Pseudospin-1 System on the Diced Lattice
论文作者
论文摘要
在这项工作中，我们分析了二维{\ cal {t}} -3或切成丁的晶格上伪s-1哈密顿量的热力学特性。从分区函数开始，我们可以准确地获得大集合热力学潜力，熵和特定的热量，并在退化和非分类方案中获得。
In this work we analyze the thermodynamic properties of the pseudospin-1 Hamiltonian on the two-dimensional {\cal{T}} -3 or Diced Lattice. Starting from the Partition function, we obtain the Grand ensemble thermodynamic potential, entropy and specific heat exactly and in the degenerate and non-degenerate regimes.
