论文标题

4 $ d^4 $ honeycomb ruthenate ag $ _3 $ liru $ _2 $ o $ $ _6 $中的竞争旋转轨道单元状态

Competing spin-orbital singlet states in the 4$d^4$ honeycomb ruthenate Ag$_3$LiRu$_2$O$_6$

论文作者

Takayama, T., Blankenhorn, M., Bertinshaw, J., Haskel, D., Bogdanov, N. A., Kitagawa, K., Yaresko, A. N., Krajewska, A., Bette, S., McNally, G., Gibbs, A. S., Matsumoto, Y., Sari, D. P., Watanabe, I., Fabbris, G., Bi, W., Larkin, T. I., Rabinovich, K. S., Boris, A. V., Ishii, H., Yamaoka, H., Irifune, T., Bewley, R., Ridley, C. J., Bull, C. L., Dinnebier, R., Keimer, B., Takagi, H.

论文摘要

当旋转轨道键入$ D $ -Electrons居住在蜂窝晶格上时​​,预计丰富的量子状态将出现,这是$ d^5 $ kitaev材料的例证。除$ d^5 $以外的$ d $ - 电子计数可以实现独特但同样有趣的物理。我们发现,分层的鲜明的Ag $ _3 $ liru $ _2 $ o $ _6 $带有$ d^4 $ ru $ $^{4+} $ ions在环境压力下形成一个蜂窝状的蜂窝状晶格,这是一个令人沮丧的兴奋性磁性磁性的操场。在压力下,单线状态不会发展预期的激发磁力,而是经历了两个连续向其他非磁性相的过渡,首先是在中间阶段,蜂窝状晶状体中等变形,最终变为具有很短的RU-RU DIMER键的高压阶段。高压阶段的强二聚化源自分子轨道的形成,就像姐妹化合物li $ _2 $ ruo $ _3 $一样,中间阶段代表一个旋转轨道耦合的$ j $ -dimer状态,该状态被稳定在上层的上层$ j _ _ _ _ {我们认为,$ j $ -Dimer状态是由与低凹式旋转轨道激发态相关的伪jahn-teller效应引起的,并且是旋转轨道键入的$ d^4 $系统所独有的。竞争性单线阶段的发现表明,$ d^4 $蜂窝化合物的丰富自旋轨道物理,并为实现非常规的磁性铺平了道路。

When spin-orbit-entangled $d$-electrons reside on a honeycomb lattice, rich quantum states are anticipated to emerge, as exemplified by the $d^5$ Kitaev materials. Distinct yet equally intriguing physics may be realized with a $d$-electron count other than $d^5$. We found that the layered ruthenate Ag$_3$LiRu$_2$O$_6$ with $d^4$ Ru$^{4+}$ ions at ambient pressure forms a honeycomb lattice of spin-orbit-entangled singlets, which is a playground for frustrated excitonic magnetism. Under pressure, the singlet state does not develop the expected excitonic magnetism but experiences two successive transitions to other nonmagnetic phases, first to an intermediate phase with moderate distortion of honeycomb lattice, and eventually to a high-pressure phase with very short Ru-Ru dimer bonds. While the strong dimerization in the high-pressure phase originates from a molecular orbital formation as in the sister compound Li$_2$RuO$_3$, the intermediate phase represents a spin-orbit-coupled $J$-dimer state which is stabilized by the admixture of upper-lying $J_{\rm eff} = 1$-derived states. We argue that the $J$-dimer state is induced by a pseudo-Jahn-Teller effect associated with the low-lying spin-orbital excited states and is unique to spin-orbit-entangled $d^4$ systems. The discovery of competing singlet phases demonstrates rich spin-orbital physics of $d^4$ honeycomb compounds and paves the way for realization of unconventional magnetism.

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