arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2404.02428cond-mat.str-elcond-mat.mtrl-sci
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短周期斯格明子材料的第一性原理探索:轨道阻挫的作用

Ab initio exploration of short-pitch skyrmion materials: Role of orbital frustration

Takuya Nomoto, Ryotaro Arita

AI总结:

本文通过第一性原理计算研究短周期斯格明子材料的形成机制,揭示轨道阻挫和Hubbard修正对稳定斯格明子晶格的关键作用,并预测了Gd基和Eu基候选材料。

摘要:

近年来,具有短晶格常数的斯格明子晶格相因其高密度斯格明子而受到关注,使其成为实现高密度存储记忆和观察量子化拓扑霍尔效应等新奇现象的有前景的选择。与传统的非中心对称体系(其中Dzyaloshinsky-Moriya相互作用起关键作用)不同,短周期斯格明子相需要二次磁相互作用 $J(q)$ 在有限 $Q$ 处具有峰值,并且弱的易轴磁各向异性也至关重要。因此,进行第一性原理评估对于理解其形成机制以及促进新型斯格明子材料的发现至关重要。在本《展望》中,我们聚焦于这些性质的第一性原理评估的最新进展,并将其应用于原型体系 Gd$T_2X_2$ 和 Eu$T_2X_2$,其中 $T$ 表示过渡金属,$X$ 表示 Si 或 Ge。特别是,基于自旋密度泛函理论并结合Hubbard修正以及Wannier紧束缚模型形式下的Liechtenstein方法,我们首先表明Hubbard $U$ 和Hund耦合对于通过增强易轴各向异性来稳定斯格明子晶格态至关重要。然后我们讨论了有限 $Q$ 不稳定性的机制,并表明在 $T=$ Fe 和 Ru 的 Gd$T_2$Si$_2$ 中,Gd-5$d$ 轨道之间的竞争决定了铁磁态还是有限 $Q$ 结构更受青睐。我们的系统计算揭示,GdRu$_2$$X_2$、GdOs$_2$$X_2$ 和 GdRe$_2X_2$ 是有前景的,而 GdAg$_2X_2$、GdAu$_2X_2$ 和 EuAg$_2X_2$ 是可能的斯格明子宿主材料候选者。我们还给出了基于候选材料自旋螺旋计算的分析。

英文摘要:

In recent years, the skyrmion lattice phase with a short lattice constant has attracted attention due to its high skyrmion density, making it a promising option for achieving high-density storage memory and for observing novel phenomena like the quantized topological Hall effect. Unlike conventional non-centrosymmetric systems where the Dzyaloshinsky-Moriya interaction plays a crucial role, the short pitch skyrmion phase requires a quadratic magnetic interaction $J(q)$ with a peak at finite-$Q$, and weak easy-axis magnetic anisotropy is also critical. Thus, conducting first-principles evaluations is essential for understanding the formation mechanism as well as for promoting the discovery of new skyrmion materials. In this {\it Perspective}, we focus on recent developments of the first-principles evaluations of these properties and apply them to the prototype systems Gd$T_2X_2$ and Eu$T_2X_2$, where $T$ denotes a transition metal and $X$ represents Si or Ge. In particular, based on the spin density functional theory with the Hubbard correction combined with the Liechtenstein method in the Wannier tight-binding model formalism, we first show that the Hubbard $U$ and Hund's coupling is essential to stabilize a skyrmion lattice state by enhancing the easy-axis anisotropy. We then discuss mechanisms of finite-$Q$ instability and show that competition among Gd-5$d$ orbitals determines whether ferromagnetism or a finite-$Q$ structure is favored in Gd$T_2$Si$_2$ with $T=$ Fe and Ru. Our systematic calculations reveal that GdRu$_2$$X_2$, GdOs$_2$$X_2$, and GdRe$_2X_2$ are promising, while GdAg$_2X_2$, GdAu$_2X_2$, and EuAg$_2X_2$ are possible candidates as the skyrmion host materials. Analysis based on a spin spiral calculation for the candidate materials is also presented.

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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