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arXiv 0810.0577cond-mat.str-el
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金刚石晶格上的自旋轨道单态和量子临界点:FeSc2S4

A Spin-Orbital Singlet and Quantum Critical Point on the Diamond Lattice: FeSc2S4

Gang Chen, Leon Balents, Andreas P. Schnyder

摘要:

我们提出了一个理论的自旋和轨道物理在A-网站尖晶石化合物FeSc 2S 4,实验表现出广泛的“自旋轨道液体”制度。从微观考虑和对称性分析相结合的自旋轨道哈密顿量。我们证明了一个激烈的竞争之间的自旋轨道相互作用,有利于形成一个本地的“自旋轨道单线态”(SOS),和交换,有利于磁和轨道秩序。将SOS与有序态分开是量子临界点(QCP)。我们认为FeSc 2S 4在SOS方面接近于此QCP。该模型的完整相图包括有序相内的无公度-无公度转变。对各种实验进行了比较,并提出了一些建议.

英文摘要:

We present a theory of spin and orbital physics in the A-site spinel compound FeSc2S4, which experimentally exhibits a broad "spin-orbital liquid" regime. A spin-orbital Hamiltonian is derived from a combination of microscopic consideration and symmetry analysis. We demonstrate a keen competition between spin-orbit interactions, which favor formation of a local "Spin-Orbital Singlet" (SOS), and exchange, which favors magnetic and orbital ordering. Separating the SOS from the ordered state is a quantum critical point (QCP). We argue that FeSc2S4 is close to this QCP on the SOS side. The full phase diagram of the model includes a commensurate-incommensurate transition within the ordered phase. A variety of comparison to and suggestion for experiments are discussed.

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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