论文标题

半准SIP2中的线性和二次磁化

Linear and quadratic magnetoresistance in the semimetal SiP2

论文作者

Zhou, Yuxing, Lou, Zhefeng, Zhang, ShengNan, Chen, Huancheng, Chen, Qin, Xu, Binjie, Du, Jianhua, Yang, Jinhu, Wang, Hangdong, Wu, QuanSheng, Yazyev, Oleg V, Fang, Minghu

论文摘要

从理论上提出了许多在许多拓扑非平地/琐事半学上发现的极大磁化(XMR)的多种机制,但是在实验上,在特定样品中哪些机制尚不清楚哪种机制是负责的。在本文中,通过频带结构计算的结合,磁磁性的数值模拟(MR),Hall电阻率和De Haas-Van Alphen(DHVA)振荡测量,我们研究了SIP $ _ {2} $的MR各向异性,这是一种验证是一种拓扑中的拓扑替代,不可复害的补偿。已经发现,随着磁场($ h $)的使用,沿$ a $ axis应用,MR展示了不饱和的几乎线性$ h $依赖性,这是由于不完整的载体补偿而引起的。 For the $H$ $\parallel$ [101] orientation, an unsaturated nearly quadratic $H$ dependence of MR up to 5.88 $\times$ 10$^{4}$$\%$ (at 1.8 K, 31.2 T) and field-induced up-turn behavior in resistivity were observed, which was suggested due to the existence of hole open orbits extending along the $k_{x}$ direction.实验结果与基于计算的费米表面(FS)的模拟的良好一致性表明,FS的拓扑在其MR中起重要作用。

Multiple mechanisms for extremely large magnetoresistance (XMR) found in many topologically nontrivial/trivial semimetals have been theoretically proposed, but experimentally it is unclear which mechanism is responsible in a particular sample. In this article, by the combination of band structure calculations, numerical simulations of magnetoresistance (MR), Hall resistivity and de Haas-van Alphen (dHvA) oscillation measurements, we studied the MR anisotropy of SiP$_{2}$ which is verified to be a topologically trivial, incomplete compensation semimetal. It was found that as magnetic field, $H$, is applied along the $a$ axis, the MR exhibits an unsaturated nearly linear $H$ dependence, which was argued to arise from incomplete carriers compensation. For the $H$ $\parallel$ [101] orientation, an unsaturated nearly quadratic $H$ dependence of MR up to 5.88 $\times$ 10$^{4}$$\%$ (at 1.8 K, 31.2 T) and field-induced up-turn behavior in resistivity were observed, which was suggested due to the existence of hole open orbits extending along the $k_{x}$ direction. Good agreement of the experimental results with the simulations based on the calculated Fermi surface (FS) indicates that the topology of FS plays an important role in its MR.

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