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Multiphase region of helimagnetic superlattices at low temperature in an extended six-state clock model

机译:低温下螺旋超晶格的多相区   扩展的六态时钟模型

摘要

The variety of magnetic phases observed in rare-earth heterostructures at lowtemperatures \cite{Jehan}, such as Ho/Y, may be elucidated by an ANNNI-likemodel Hamiltonian. In previous work modelling bulk Ho \cite{Seno}, such aHamiltonian with a one-dimensional parameter space produced a single multiphasepoint. In contrast, the parameter space of the heterostructure model isthree-dimensional, and instead of an isolated multiphase point, we findtwo-dimensional multiphase regions. In an example of Villain's ``order fromdisorder'' \cite{Villain80a,Villain91}, an infinitesimal temperature breaks theground-state degeneracy. In first order of a low-temperature expansion, we findthat the degeneracy is broken everywhere in a multiphase region except on aline. A segment of the line appears to remain multiphase to all orders in alow-temperature expansion when the number $L$ of magnetic layers betweennon-magnetic spacers is 4 but not for other values of $L$. For L=4, thehierarchy of phases more closely resembles that in the ANNNI model than in thebulk six-state clock model on which the present model is based.
机译:可以通过类似ANNNI模型的哈密顿量阐明在低温异质结构中观察到的各种磁性相,例如Ho / Y。在先前对Ho \ cite {Seno}进行体积建模的工作中,这种具有一维参数空间的哈密顿量产生了一个多相点。相反,异质结构模型的参数空间是三维的,我们找到了二维的多相区域,而不是孤立的多相点。在小人的``无序秩序''\ cite {Villain80a,Villain91}的示例中,极小的温度打破了基态的简并性。在低温膨胀的第一阶中,我们发现简并性在多相区域中除在线以外的任何地方都被破坏了。当非磁性间隔物之间​​的磁性层数$ L $为4而不是其他值$ L $时,该线的一段似乎在低温膨胀下对所有阶都保持多相。对于L = 4,与本模型所基于的大容量六态时钟模型相比,相的层次结构与ANNNI模型中的相似。

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