Collapse of Landau levels in Weyl semimetals

Abstract

It is known that in two dimensional relativistic Dirac systems, the Landau levels can collapse in the presence of a critical in plane electric field. We extend this mechanism to the three dimensional Weyl semimetals and analyze the physical consequences for the cases of both, real and pseudo Landau levels arising form strain induced elastic magnetic fields.

arXiv commentNew version as published in PRB (R)

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Cited by in corpus (31)

• Pseudo-electromagnetic fields in topological semimetals
• Thermal transport, geometry, and anomalies
• Rotational strain in Weyl semimetals: A continuum approach
• Large enhancement of conductivity in Weyl semimetals with tilted cones: Pseudorelativity and linear response
• Chiral sound waves in strained Weyl semimetals
• Negative thermal magnetoresistivity as a signature of chiral anomaly in Weyl superconductors
• Strain-induced pseudomagnetic field and quantum oscillations in kagome crystals
• Influence of interactions on the anomalous quantum Hall effect
• Electronic transport in torsional strained Weyl semimetals
• Quantum oscillations and Dirac-Landau levels in Weyl superconductors
• Twist-induced magnon Landau levels in honeycomb magnets
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