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arXiv 2602.23554cond-mat.str-el
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金属量子磁体中序参量关联的普适长程行为

Generic Long-Range Order-Parameter Correlations in Metallic Quantum Magnets

Institute for Physical Science and Technology, University of Maryland(马里兰大学物理科学与技术研究所);Department of Physics and Institute for Fundamental Science, University of Oregon(俄勒冈大学物理系与基础科学研究所);Materials Science Institute, University of Oregon(俄勒冈大学材料科学研究所)

T. R. Kirkpatrick, D. Belitz

AI总结:

研究金属磁体中序参量与传导电子耦合导致的零温长程关联,揭示其对不同磁体量子相变性质的影响。

摘要:

研究表明,在所有类型的金属磁体中,序参量与传导电子的耦合导致零温下序参量磁化率具有长程性。这适用于所有已知的铁磁体,以及反铁磁体和自旋密度波系统、螺旋磁体、磁向列相和交变磁体。对磁量子相变的影响因磁体类型而异。在几乎所有具有均匀磁化的三维系统、磁向列相和交变磁体中,长程关联通常将磁量子相变从二级变为一级。唯一的例外是具有强自旋轨道相互作用的非中心对称铁磁体,其中关联在二维系统中改变相变级数,但在三维系统中不改变。在螺旋磁体、自旋波系统和奈尔反铁磁体中,若序波矢足够大,其影响更弱且不改变相变级数,除非是平带系统。在具有淬灭无序的系统中,相变通常为二级,但关联会改变临界行为。这些结论基于非常简单的考虑,完全依赖于非磁相中的单粒子激发及其由共轭场引起的修正,并结合重整化群分析。

英文摘要:

It is shown that in all types of metallic magnets the coupling of the order parameter to the conduction electrons leads to an order-parameter susceptibility that is long-ranged at zero temperature. This is true for all known classes of ferromagnets, and also for antiferromagnets and spin-density wave systems, helimagnets, magnetic nematics, and altermagnets. The consequences for the magnetic quantum phase transition vary between different classes of magnets. In almost all 3-d systems with a homogeneous magnetization, as well as in magnetic nematics and in altermagnets, the long-ranged correlations generically modify the nature of the magnetic quantum phase transition from second order to first order. The only exception are non-centrosymmetric ferromagnets with a strong spin-orbit interaction, where the correlations change the order of the transition in 2-d systems, but not in 3-d ones. In helimagnets, spin-wave systems, and Neel antiferromagnets their effect is even weaker and does not change the order of the transition if the ordering wave number is sufficiently large, except in flat-band systems. In systems with quenched disorder the transition generically is of second order, but the correlations modify the critical behavior. These conclusions are reached by very simple considerations that are based entirely on the single-particle excitations in the nonmagnetic phase and their modifications by a field conjugate to the order parameter, augmented by renormalization-group considerations.

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