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arXiv 1707.01529cond-mat.str-el
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任意自旋烧绿石海森堡铁磁体$S$的热力学

Thermodynamics of the pyrochlore Heisenberg ferromagnet with arbitrary spin $S$

Patrick Müller, Andre Lohmann, Johannes Richter, Oleg Menchyshyn, Oleg Derzhko

摘要:

利用旋转不变格林函数方法和高温展开方法研究了烧绿石晶格上自旋$S$海森堡铁磁体的热力学性质。我们研究的激发光谱以及各种热力学量,如序参量(磁化强度),均匀的静态磁化率,相关长度,自旋-自旋相关性,和比热,以及静态和动态的结构因素。我们讨论了自旋量子数$S$对这些量的温度依赖性的影响。我们比较了烧绿石铁磁体与相应的简单立方晶格的结果都具有相同的配位数$z=6$。我们发现一个显着的抑制磁有序烧绿石晶格由于其几何形状与角共享四面体。

英文摘要:

We use the rotation-invariant Green's function method (RGM) and the high-temperature expansion (HTE) to study the thermodynamic properties of the spin-$S$ Heisenberg ferromagnet on the pyrochlore lattice. We examine the excitation spectra as well as various thermodynamic quantities, such as the order parameter (magnetization), the uniform static susceptibility, the correlation length, the spin-spin correlations, and the specific heat, as well as the static and dynamic structure factors. We discuss the influence of the spin quantum number $S$ on the temperature dependence of these quantities. We compare our results for the pyrochlore ferromagnet with the corresponding ones for the simple-cubic lattice both having the same coordination number $z=6$. We find a significant suppression of magnetic ordering for the pyrochlore lattice due to its geometry with corner-sharing tetrahedra.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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