The drift-kinetic code VENUS-LEVIS was designed to simulate a wide variety of physical phenomena related to fast particles in electromagnetic fields.

The code uses a 4th order Runge-Kutta method to solve the single particle equations of motion, either in the guiding-centre approximation or following the full particle orbits. The formulation is independent of coordinate choice and handles 3D time-varying electromagnetic fields.

The interaction with the background plasma as well as ICRH antennas is emulated via Monte-Carlo collision operators. Particle slowing down, pitch angle scattering, anomalous transport and other physical phenomena are modelled using this numerical technique.

VENUS-LEVIS reproduces realistic neutral beam injection distributions via a dedicated module. Coupled to an equilibrium code such as ANIMEC, it is a perfect tool to investigate the effect of 3D magnetic geometry on fast ion transport, for example in stellerators, tokamak helical cores, resonant magnetic perturbations, magnetic ripple, etc…

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