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arXiv 0810.0761cond-mat.mtrl-sci
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对“新颖奇偶效应驱动的纳米线磁性”一文的评论

Comment on "Magnetism of Nanowires Driven by Novel Even-Odd Effects"

Paolo Politi, Maria Gloria Pini

摘要:

在最近的一封信中,S. Lounis等人发现,沉积在铁磁体上的有限反铁磁纳米线的基态依赖于原子数N的奇偶性,并且对于奇数N存在共线-非共线跃迁。作者使用从头算结果和海森堡模型,并使用迭代方案对其进行了数值研究。在这篇评论中,我们认为海森堡模型可以更容易地用二维映射来研究,这允许找到过渡长度的解析表达式,这是Lounis等人的中心结果(见他们的图3)。

英文摘要:

In a recent Letter, S. Lounis et al. find that the ground state of finite antiferromagnetic nanowires deposited on ferromagnets depends on the parity of the number N of atoms and that a collinear-noncollinear transition exists for odd N. Authors use ab initio results and a Heisenberg model, which is studied numerically with an iterative scheme. In this Comment we argue that the Heisenberg model can much easier be investigated in terms of a two-dimensional map, which allows to find an analytic expression for the transition length, a central result of Lounis et al. (see their Fig.3).

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