Spin effects in electron vortex states
arXiv:1302.4547 · doi:10.1209/0295-5075/102/40010
Abstract
The recent experimental realization of electron vortex beams opens up a wide research domain previously unexplored. The present paper explores the relativistic properties of these electron vortex beams, and quantifies deviations from scalar wave theory. It is common in electron optics to use the Schrödinger equation neglecting spin. The present paper investigates the role of spin and the total angular momentum Jz and how it pertains to the vortex states. As an application, we also investigate if it is possible to use holographic reconstruction to create novel total angular momentum eigenstates in a Transmission Electron Microscope. It is demonstrated that relativistic spin coupling effects disappear in the paraxial limit, and spin effects in holographically created electron vortex beams can only be exploited by using specialized magnetic apertures.
6 pages, 2 figures
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Cited by in corpus (9)
- Theory and applications of free-electron vortex states
- Rutherford scattering of electron vortices
- Position, spin and orbital angular momentum of a relativistic electron
- Relativistic vortex electrons: paraxial versus non-paraxial regimes
- Shaping electron beams for the generation of innovative measurements in the (S)TEM
- Nonuniform currents and spins of relativistic electron vortices in a magnetic field
- Gaussian laser beam transformation into an optical vortex beam by helical lens
- Symmetry-constrained electron vortex propagation
- Radiative spin polarization in an ultrastrong magnetic field