Electron transmission through a periodically driven graphene magnetic barrier
R.Biswas, S.Maiti, C.Sinha

TL;DR
This paper investigates how a time-harmonic scalar potential affects electron transmission through graphene magnetic barriers, revealing tunable Fano resonances and suppression of Fabry-Perot oscillations, with implications for identifying quasi-bound states.
Contribution
It introduces a non-perturbative Floquet approach to analyze electron transmission in graphene magnetic barriers with oscillating potentials, uncovering novel Fano resonances and transmission behaviors.
Findings
Time-dependent scalar potential suppresses Fabry-Perot oscillations.
Two types of asymmetric Fano resonances are identified.
Oscillating field enhances transmission and allows tuning of Fano line shapes.
Abstract
The kinetic transport of electrons through graphene magnetic barriers is studied theoretically in presence of an external time harmonic scalar potential. The transmission coefficients are calculated in the framework of the non-perturbative Floquet theory using transfer matrix method. The time dependent scalar potential is found to suppress the usual Fabry-Perot oscillations occurring in the transmission through a constant vector potential barrier (corresponding to two oppositely directed delta-function magnetic barriers). Two types of asymmetric Fano resonances (FR) are noted and are discussed for the narrow barrier structure. One of them arises due to the oscillatory mode while the other due to the evanescent mode of the electron wave inside the barrier. In contrast, the oscillating field favors the transmission for rectangular magnetic barrier structure and also exhibits the FR due to…
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