29 June 2026 to 3 July 2026
EICC, Edinburgh
Europe/London timezone

Free-Boundary Equilibrium and Transport code coupling for COMPASS Upgrade scenarios

Not scheduled
20m
EICC, Edinburgh

EICC, Edinburgh

150 Morrison St, Edinburgh EH3 8EE
Poster Presentation Plasma Control (MCF)

Description

For future tokamaks and present-day operations, accurate design of discharge trajectories and actuator schemes, supported by closed-loop simulations, is essential. Fast and reliable tools are needed to reproduce plasma equilibrium and profile evolution for discharge optimization, and control-system validation. Pulse Design Tools (PDT) meet these needs by optimizing plasma and actuator trajectories and coupling discharge evolution with feedback controllers to assess tokamak operational stability.
PDT employ a combination of free-boundary and transport codes. Static free-boundary equilibrium solvers are used to optimize external conductor currents, while evolutive solvers are used to simulate controller reactions. Fast transport solvers are used to provide self-consistent plasma profile evolution for the equilibrium calculations.
In this work, we present a coupling between the free-boundary equilibrium codes (both static and evolutive) implemented in MEQ [1, 2] and the fast transport solver METIS [3]. The numerical stability of the coupled framework is evaluated using a simulated COMPASS Upgrade [4, 5] database. Discharge simulations with and without the coupling are compared, demonstrating the robustness of the approach and paving the way for future scenario preparation for COMPASS Upgrade and other tokamaks.

[1] F Hofmann. In: Computer Physics Communications 48.2 (Feb. 1988), pp. 207–221.
[2] F. Carpanese. PhD thesis. Lausanne: EPFL, 2021, p. 238.
[3] J. Artaud et al. In: Nuclear Fusion 58 (July 2018), p. 105001.
[4] R. Panek et al. In: Fusion Engineering and Design 123 (2017), pp. 1116.
[5] P. Vondracek et al. In: Fusion Engineering and Design 169 (2021), p. 112490.

Author

Co-authors

Ales Havranek (IPP-CAS) Dr Fabien Jaulmes (IPP-CAS) Jan Hecko (IPP-CAS) Dr Lukas Kripner (IPP-CAS) Martin Imrisek (IPP-CAS) Dr Reinart Cooseman (EPFL)

Presentation materials

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