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Although the Weyl model with an unbounded linear energy spectrumappropriately describes low-energy electron states in a Weyl semimetal, itcannot capture the anomalous electromagnetic response of the chiral magneticeffect (CME) and anomalous Hall effect (AHE) in a straightforward manner. Here,we propose a regularized continuum model by modifying the Weyl model and showthat it properly describes the CME and AHE in a unified manner. It turns outthat the absence of the CME at equilibrium is guaranteed by a basic nature ofthe Berry curvature. We also show that the original Weyl model can properlydescribe the CME if an energy cutoff procedure is appropriately applied,although it fails to describe the AHE in its present form.

Regularized continuum model of a Weyl semimetal for describing anomalous electromagnetic response