Scattering of twisted electron wave-packets by atoms in the Born approximation
D. V. Karlovets, G. L. Kotkin, V. G. Serbo, A. Surzhykov

TL;DR
This paper investigates how twisted electron wave-packets scatter off atoms using the generalized Born approximation, revealing that scattering patterns are highly sensitive to the electrons' orbital angular momentum and target configurations.
Contribution
It extends the Born approximation framework to include twisted electrons as localized wave-packets, providing explicit formulas for various scattering scenarios and analyzing their dependence on beam and target parameters.
Findings
Scattering patterns depend strongly on the OAM and beam parameters.
Angular distribution varies with target size and position.
Vortex electron scattering can be used for beam diagnostics.
Abstract
The potential scattering of electrons carrying non--zero quanta of the orbital angular momentum (OAM) is studied in a framework of the generalized Born approximation, developed in our recent paper by Karlovets \textit{et al.}, Phys. Rev. A. {\textbf 92}, 052703 (2015). We treat these so--called \textit{twisted} electrons as spatially localized wave--packets. The simple and convenient expressions are derived for a number of scattering events in collision of such a vortex electron with a single potential, located at a given impact parameter with respect to the wave-packet's axis. The more realistic scenarios are also considered with either localized (mesoscopic) targets or infinitely wide (macroscopic) ones that consist of the randomly distributed atoms. Dependence of the electron scattering pattern on a size and on a relative position of the target is studied in detail for all three…
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