arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 1808.09093cond-mat.mes-hallcond-mat.str-elnucl-th
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掺杂Weyl半金属反常磁电阻效应的鲁棒性

Robustness of anomaly-related magnetoresistance in doped Weyl semimetals

Hiroaki Ishizuka, Naoto Nagaosa

摘要:

具有费米能Weyl费米子的Weyl半金属是一种拓扑材料,是相对论费米子的凝聚态实现。然而,有几个关键的差异,如费米能量的移动,这可能会阻碍预期的有趣的物理。手征反常是与外尔费米子相关的一种典型的非平凡现象,它决定了具有相反手征性的外尔费米子之间的费米子转移,表现为负磁阻效应。在这里,我们证明了磁电阻是强大的对偏离理想的外尔哈密顿量,如移动费米能量和非线性色散。我们研究了一个能量色散包含两个Weyl节点的模型,发现即使费米能级远离节点,甚至在两个节点的鞍点以上,磁电阻仍然存在。令人惊讶的是,即使在节点对湮灭之后,磁阻仍然存在。

英文摘要:

Weyl semimetal with Weyl fermions at Fermi energy is one of the topological materials, and is a condensed-matter realization of the relativistic fermions. However, there are several crucial differences such as the shift of Fermi energy, which can hinder the expected interesting physics. Chiral anomaly is a representative nontrivial phenomenon associated with Weyl fermions, which dictates the transfer of fermions between the Weyl fermions with opposite chirality; it is manifested as the negative magnetoresistance. Here we demonstrate that the magnetoresistance is robust against the deviation from the ideal Weyl Hamiltonian such as the shifted Fermi energy and nonlinear dispersions. We study a model with the energy dispersion containing two Weyl nodes, and find that the magnetoresistance persists even when the Fermi level is far away from the node, even above the saddle point that separates the two nodes. Surprisingly, the magnetoresistance remains even after the pair annihilation of the nodes.

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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