马格农
物理
凝聚态物理
能斯特效应
格子(音乐)
拓扑(电路)
能斯特方程
拓扑绝缘体
对称(几何)
铁电性
拓扑序
拓扑缺陷
拓扑简并
T对称
自旋(空气动力学)
物理中的拓扑熵
作者
Yingxi Bai,Bo Yuan,Zhiqi Chen,Ying Dai,B. Huang,Xiaotian Wang,Chengwang Niu
摘要
Topological magnons offer unique opportunities for low-dissipation spin transport, but achieving nonvolatile control over their topological states remains a significant challenge. Here, using a Heisenberg-Dzyaloshinskii-Moriya model and symmetry analysis, we propose a ferroelectrically tunable magnonic platform that enables reversible switching among three distinct topological phases: a second-order topological magnon insulator, a topological magnon insulator, and a normal magnon insulator. This transition is characterized by the simultaneous emergence and reversal of spontaneous magnon valley polarization. We further identify the Ti_{3}I_{8} monolayer with a breathing kagome lattice as a promising material platform that supports electric-field-driven topological switching and reversal of spontaneous magnon valley polarization, as confirmed by first-principles calculations. Notably, this material platform also hosts electrically controllable valley-dependent magnonic transport, including valley Hall and valley Nernst effects. This Letter establishes topological magnons as a functional bridge linking ferroelectricity with magnon cornertronic and magnon valleytronic responses.
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