Extremely large magnetoresistance in topologically trivial semimetal $\alpha$-WP$_2$
Jianhua Du, Zhefeng Lou, ShengNan Zhang, Yuxing Zhou, Binjie Xu, Qin, Chen, Yanqing Tang, Shuijin Chen, Huancheng Chen, Qinqing Zhu, Hangdong Wang,, Jinhu Yang, quanSheng Wu, Oleg V. Yazyev, and Minghu Fang

TL;DR
This study investigates the topologically trivial semimetal $ ext{WP}_2$, revealing it exhibits extremely large magnetoresistance with characteristics similar to other XMR materials, and clarifies the underlying mechanisms involved.
Contribution
The paper provides the first detailed analysis of $ ext{WP}_2$'s XMR properties, demonstrating its behavior as a reference material and clarifying the mechanisms behind its large magnetoresistance.
Findings
$ ext{WP}_2$ shows near-quadratic MR dependence on magnetic field.
Kohler's law describes MR data across a wide temperature range.
No significant change in anisotropic parameter $ extgamma$ with temperature.
Abstract
Extremely large magnetoresistance (XMR) was recently discovered in many non-magnetic materials, while its underlying mechanism remains poorly understood due to the complex electronic structure of these materials. Here, we report an investigation of the -phase WP, a topologically trivial semimetal with monoclinic crystal structure (C2/m), which contrasts to the recently discovered robust type-II Weyl semimetal phase in -WP. We found that -WP exhibits almost all the characteristics of XMR materials: the near-quadratic field dependence of MR, a field-induced up-turn in resistivity following by a plateau at low temperature, which can be understood by the compensation effect, and high mobility of carriers confirmed by our Hall effect measurements. It was also found that the normalized MRs under different magnetic fields has the same temperature dependence…
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