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Publication Figures

Publication Date:
2014-10-13

First Author:
Yueqiang Liu

Title:
Modelling toroidal rotation damping in ITER due to external 3D fields

Paper Identifier:
CP/14/35

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Figure Reference Title Description Number of Figure Data Items Identifier Download Figure Details
figure 1 (a) Geometry of the modelled in-vessel ELM control coils in ITER. The location of these three sets of coils is also indicated in the poloidal plane shown in (b), together with the plasma boundary and the double vacuum vessel. 0 2014/330/2 Download
figure 2 Poloidal spectrum of the perturbed radial field b from (a) the vacuum approximation, (b) the resistive fluid plasma response, and (c) the resistive drift kinetic plasma response. The n = 3 RMP coil current configuration is assumed. The symbol ’+’ indicates the location of rational surfaces for the n = 3 perturbation. 1 2014/330/4 Download
figure 6 The evolution of the (a) amplitude of the resonant poloidal harmonics (in PEST-like straight field line coordinate system) of the perturbed radial magnetic field, and (b) amplitude of the net torques, computed from the quasi-linear n = 3 RMP response simulations for the ITER equilibrium with qa=4.07. The NTV torque is computed using the MARS-Q model based on analytic formulas. The evolution of the amplitudes of the resonant poloidal harmonics and of the net torques with qa=4.07 1 2014/330/12 Download
figure 4 The evolution of the (a) amplitude of the resonant poloidal harmonics (in PEST-like straight field line coordinate system) of the perturbed radial magnetic field, and (b) amplitude of the net torques, computed from the quasi-linear n = 3 RMP response simulations for the ITER equilibrium with qa=4.33. The NTV torque is computed using the MARS-Q model based on analytic formulas. 1 2014/330/16 Download
figure 5 The evolution of the (a) rotation radial profile, and (b) rotation amplitude at rational surfaces, computed for the quasi-linear n = 3 RMP response for the ITER equilibrium with qa=4.07. The arrow in (a) indicates increasing time, for the time interval shown in (b). The NTV torque is computed using the MARS-Q model based on analytic formulas. 1 2014/330/18 Download