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arXiv 1402.4240cond-mat.str-el
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外尔金属反常输运的玻尔兹曼方程方法

Boltzmann-equation approach to anomalous transport in a Weyl metal

Ki-Seok Kim, Heon-Jung Kim, M. Sasaki

摘要:

外尔金属被认为是一个通向相互作用的拓扑态的平台,其拓扑结构引起了反常的输运现象,被称为手征磁效应和“负”磁电阻率,其起源是手征反常。最近,在Bi $_{1-x}$ Sb $_{x}$中观察到了负磁阻,在磁场与电场平行的情况下,在$x = 3 \sim 4 ~ \%$处有弱的反局域化特征。基于玻尔兹曼方程的方法,我们发现在弱反局域化的存在下的负磁阻。一个重要的组成部分是引入的拓扑结构的手征异常的玻尔兹曼方程的方法,诉诸半经典运动方程的Berry曲率。

英文摘要:

Weyl metal is regarded as a platform toward interacting topological states of matter, where its topological structure gives rise to anomalous transport phenomena, referred to as chiral magnetic effect and "negative" magneto-resistivity, the origin of which is chiral anomaly. Recently, the negative magneto-resistivity has been observed with the signature of weak anti-localization at $x = 3 \sim 4 ~ \%$ in Bi$_{1-x}$Sb$_{x}$, where magnetic field is applied in parallel with electric field. Based on the Boltzmann-equation approach, we find the negative magneto-resistivity in the presence of weak anti-localization. An essential ingredient is to introduce the topological structure of chiral anomaly into the Boltzmann-equation approach, resorting to semi-classical equations of motion with Berry curvature.

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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