Unified Picture for the Spin Resonance Mode in Cr-Based Spinel Oxides Using Inelastic Neutron Scattering

Q4 Physics and Astronomy
Zheng He, Jun Zhao, Devashibhai Adr oja
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引用次数: 0

Abstract

Geometrical frustration is a phenomenon present in lattices that are based on triangles or tetrahedra. It may prevent long-range magnetic order and lead to highly degenerated ground states with exotic spin-spin correlations and emergent excitations. The spinel oxide ACr 2 O 4 is a canonical geometrically frustrated magnet. Transition metal chromium (Cr) atoms, which are arranged into a crystal structure with an octagonal base, form a pyrochlore lattice with corner-sharing tet-rahedra. The pyrochlore lattice consists of alternating stacked kagome and triangle planes along the [111] di-rection and is highly frustrated. These Cr spinel oxides become ordered at a lower temperature than that the Curie-Weiss model predicts; this is to do with them be-ing highly frustrated. The Cr spinel oxide ACr 2 O 4 exhibit exotic excitation spectra dominated by a dispersionless sharp resonance mode instead of conventional dispersive spin waves in the magnetically ordered states. Currently, there is not a unified description of the resonance mode. Furthermore, there is also not clear causation for the underlying magnetic exchange interaction that induces the resonance mode among different types of Cr spinel oxides. The study the nature spin and 4 8 performed MERLIN direct geometry chopper spectrometer the a dispersionless resonance and dispersive spin-wave
铬基尖晶石氧化物自旋共振模式的非弹性中子散射统一图像
几何挫折是存在于基于三角形或四面体的格子中的一种现象。它可能会阻止长程磁有序,并导致具有奇异自旋-自旋相关和突发激发的高度简并基态。尖晶石氧化物acr2o4是一种典型的几何挫折磁铁。过渡金属铬(Cr)原子排列成具有八角形基底的晶体结构,形成具有共享角的四面体的焦绿石晶格。焦绿石晶格由沿[111]方向交替堆叠的kagome面和三角形面组成,并且高度受挫。这些铬尖晶石氧化物在比居里-魏斯模型预测的温度更低的温度下变得有序;这是因为他们非常沮丧。Cr尖晶石氧化物acr2o4在磁有序态表现出以无色散锐共振模式为主的奇异激发谱,而不是传统的色散自旋波。目前,对谐振模式没有统一的描述。此外,不同类型的Cr尖晶石氧化物之间产生共振模式的潜在磁交换相互作用的原因也不清楚。利用MERLIN直接几何斩波光谱仪对自然自旋和4 8进行了无色散共振和色散自旋波的研究
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Neutron News
Neutron News Physics and Astronomy-Nuclear and High Energy Physics
CiteScore
0.30
自引率
0.00%
发文量
36
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