Robust edge states in magnetic soliton racetrack

Magnetic Edge States

Magnetic edge states are responsible for various phenomena of magneto-transport. Their importance is due to the fact that, unlike the bulk of the eigenstates in a magnetic system, they carry electric current along the boundary of a confined domain. Edge states can exist both as interior (quantum dot) and exterior (anti-dot) states. In the present report we develop a consistent and practical spe...

Spectral cross correlations of magnetic edge states.

We observe strong, nontrivial cross correlations between the edge states found in the interior and the exterior of magnetic quantum billiards. Our analysis is based on a novel definition of the edge state spectral density which is rigorous, practical, and semiclassically accessible.

Perpendicular-magnetic-anisotropy CoFeB racetrack memory

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Magnetic edge states and magnetotransport in graphene antidot barriers

Edge states induced by Iwatsuka Hamiltonians with positive magnetic fields

We study purely magnetic Schrödinger operators in two-dimensions (x, y) with magnetic fields b(x) that depend only on the x-coordinate. The magnetic field b(x) is assumed to be bounded, there are constants 0 < b− < b+ < ∞ so that b− 6 b(x) 6 b+, and outside of a strip of small width − < x < , where 0 < < b − , we have b(x) = b±x for ±x > . The case of a jump in the magnetic field at x = 0 corre...