Abstract

Bi_{1-x}Sb_x is a topological insulator (TI) for x approx 0.03–0.20. Close to the Topological phase transition at x = 0.03, a magnetic field induced Weyl semi-metal (WSM) state is stabilized due to the splitting of the Dirac cone into two Weyl cones of opposite chirality. A signature of the Weyl state is the observation of a Chiral anomaly [negative longitudinal magnetoresistance (LMR)] and a violation of the Ohm’s law (non-linear I{-}V). We report the unexpected discovery of Chiral anomaly-like features in the whole range (x = 0.032, 0.072, 0.16) of the TI state. This points to a field induced WSM state in an extended x range and not just near the topological transition at x = 0.03. Surprisingly, the strongest Weyl phase is found at x = 0.16 with a non-saturating negative LMR much larger than observed for x = 0.03. The negative LMR vanishes rapidly with increasing angle between B and I. Additionally, non-linear I–V is found for x = 0.16 indicating a violation of Ohm’s law. This unexpected observation of a strong Weyl state in the whole TI regime in Bi_{1-x}Sb_x points to a gap in our understanding of the detailed crystal and electronic structure evolution in this alloy system.

Highlights

  • Transition are Dirac semi-metals (DSM) and the application of a magnetic field breaks time reversal symmetry and splits the Dirac cone into two opposite chirality Weyl cones displaced in momentum space along the magnetic field direction turning the material into a Weyl semi-metal (WSM)

  • A smoking gun signature of a WSM state is the observation of a Chiral anomaly i.e. a negative longitudinal magnetoresistance (LMR) when a magnetic field B is applied along the current I direction

  • This negative LMR is expected to be strongly suppressed as the angle between B and I is increased

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Summary

Introduction

A smoking gun signature of a WSM state is the observation of a Chiral anomaly i.e. a negative longitudinal magnetoresistance (LMR) when a magnetic field B is applied along the current I direction. This negative LMR is expected to be strongly suppressed as the angle between B and I is increased. A non-linear I–V has been reported for the WSM state at x = 0.05 .

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