2017Unpublished venueRequires access

3D nonlinear magnetohydrodynamic simulations of macroscopic internal instabilities in tokamak plasmas

I. Krebs

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Abstract

This work is aimed at advancing the theoretical understanding of magnetic flux pumping in Hybrid tokamak discharges. To this end, long-term 3D nonlinear magnetohydrodynamic simulations in toroidal geometry are performed by means of the high-order finite element code M3D-C1. The simulations result in either a sawtooth-like reconnection cycling behavior or in sawtooth-free stationary states with a helical core where magnetic flux pumping prevents the central safety factor from decreasing below unity. It is analyzed in detail how the flux pumping mechanism, in which a dynamo effect plays an important role, works and under which conditions it sustains itself.

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What this paper is about

This work is aimed at advancing the theoretical understanding of magnetic flux pumping in Hybrid tokamak discharges. To this end, long-term 3D nonlinear magnetohydrodynamic simulations in toroidal geometry are performed by means of the high-order finite element code M3D-C1. The simulations result in either a sawtooth-like reconnection cycling behavior or in sawtooth-free stationary states with a helical core where magnetic flux pumping prevents the central safety factor from decreasing below unity. It is analyzed in detail how the flux pumping mechanism, in which a dynamo effect plays an important role, works and under which conditions it sustains itself.

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Available abstract

This work is aimed at advancing the theoretical understanding of magnetic flux pumping in Hybrid tokamak discharges. To this end, long-term 3D nonlinear magnetohydrodynamic simulations in toroidal geometry are performed by means of the high-order finite element code M3D-C1. The simulations result in either a sawtooth-like reconnection cycling behavior or in sawtooth-free stationary states with a helical core where magnetic flux pumping prevents the central safety factor from decreasing below unity. It is analyzed in detail how the flux pumping mechanism, in which a dynamo effect plays an important role, works and under which conditions it sustains itself.

Key concepts: Sawtooth wave, Tokamak, Magnetohydrodynamic drive, Dynamo, Physics, Toroid, Magnetohydrodynamics, Mechanics

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