Three-Dimensional, Time-Dependent Simulation of Free-Electron Lasers with Planar, Helical, and Elliptical Undulators
H.P. Freund, P.J.M. van der Slot, D.L.A.G. Grimminck, I.D. Setija, and, P. Falgari

TL;DR
This paper introduces a comprehensive three-dimensional, time-dependent simulation framework for free-electron lasers that accommodates various undulator configurations and polarizations, validated against multiple experimental results.
Contribution
It develops a novel simulation model capable of handling arbitrary 3D undulator geometries and polarizations, including an analytic model for elliptical polarizations, linking with optical propagation codes.
Findings
Successfully modeled elliptically polarized FEL output using the APPLE-II undulator.
Validated simulation results against experimental data from multiple FEL facilities.
Demonstrated the model's capability to simulate different FEL configurations and polarizations.
Abstract
Free-electron lasers (FELs) have been built ranging in wavelength from long-wavelength oscillators using partial wave guiding through ultraviolet through hard x-ray that are either seeded or start from noise (SASE). In addition, FELs that produce different polarizations of the output radiation ranging from linear through elliptic to circular polarization are currently under study. In this paper, we develop a three-dimensional, time-dependent formulation that is capable of modeling this large variety of FEL configurations including different polarizations. We employ a modal expansion for the optical field, i.e., a Gaussian expansion with variable polarization for free-space propagation. This formulation uses the full Newton-Lorentz force equations to track the particles through the optical and magnetostatic fields. As a result, arbitrary three-dimensional representations for different…
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