International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model is shown to explain the chronology of the nonlinear destabilization of modes observed in tokamak sawteeth. A special emphasis is put on the nonlinear self-consistent perturbation of the axisymmetric m=n=0 mode that manifests through the q-profile evolution. For the very low fusion-relevant resistivity values, the q-profile is shown to remain almost unchanged on the early nonlinear timescale within the central tokamak region, which supports a partial reconnection scenario. Within the resistive region, indications for a local flattening or even a local reversed-shear of the q-profile are given. The impact of this ingredient in the occurrence o...
To shed some light on the development of the fast m/n = 1/1 precursor to the sawtooth crash and its ...
We report new results of self-consistent nonlinear simulations of shbone instability and sawtooth os...
© 2021 Author(s). Nonresonant internal modes can be difficult to anticipate as there is no resonant ...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
A dynamical analysis applied to a reduced resistive magnetohydrodynamics model is shown to explain t...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
It is widely accepted that the sawtooth oscillations of the plasma parameters (temperature or densit...
"Presented is a new full-torus, compressible, resistive MHD simulation model that can adequately exp...
4 pages, 6 figuresIn magnetic configurations with two or three q=1 (with q being the safety factor) ...
In magnetic configurations with two or three q=1 (with q being the safety factor) resonant surfaces ...
The effect of q-profiles on the excitation of high-order harmonic q = 1 tearing modes during sawtoot...
To shed some light on the development of the fast m/n = 1/1 precursor to the sawtooth crash and its ...
We report new results of self-consistent nonlinear simulations of shbone instability and sawtooth os...
© 2021 Author(s). Nonresonant internal modes can be difficult to anticipate as there is no resonant ...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
A dynamical analysis applied to a reduced resistive magnetohydrodynamics model is shown to explain t...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
International audienceA dynamical analysis applied to a reduced resistive magnetohydrodynamics model...
It is widely accepted that the sawtooth oscillations of the plasma parameters (temperature or densit...
"Presented is a new full-torus, compressible, resistive MHD simulation model that can adequately exp...
4 pages, 6 figuresIn magnetic configurations with two or three q=1 (with q being the safety factor) ...
In magnetic configurations with two or three q=1 (with q being the safety factor) resonant surfaces ...
The effect of q-profiles on the excitation of high-order harmonic q = 1 tearing modes during sawtoot...
To shed some light on the development of the fast m/n = 1/1 precursor to the sawtooth crash and its ...
We report new results of self-consistent nonlinear simulations of shbone instability and sawtooth os...
© 2021 Author(s). Nonresonant internal modes can be difficult to anticipate as there is no resonant ...