1992
DOI: 10.1063/1.860386
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Linearized gyrofluid model of the alpha-destabilized toroidal Alfvén eigenmode with continuum damping effects

Abstract: The toroidicity-induced shear Alfvén eigenmode (TAE) can be destabilized by energetic particle populations through inverse Landau damping. It may also be significantly damped by coupling with adjacent shear Alfvén continua. A gyrofluid model with Landau closure that includes both of these effects is developed and applied to this instability. The model consists of the usual reduced magnetohydrodynamic (MHD) equations for the evolution of the poloidal flux and toroidal component of vorticity, coupled with equati… Show more

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Cited by 90 publications
(82 citation statements)
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“…This provides an explanation of the observed modes in this frequency range. Also, TAE modes around 15 kHz driven unstable by the fast resonant ions of the beam slowing down distribution are predicted by the FAR gyrofluid code 11 ͑see Sec. III͒.…”
Section: Mhd Activity In the High ␤ Regimementioning
confidence: 97%
See 1 more Smart Citation
“…This provides an explanation of the observed modes in this frequency range. Also, TAE modes around 15 kHz driven unstable by the fast resonant ions of the beam slowing down distribution are predicted by the FAR gyrofluid code 11 ͑see Sec. III͒.…”
Section: Mhd Activity In the High ␤ Regimementioning
confidence: 97%
“…The 2D MHD code FAR 11,43,46 was adapted to stellarators by using axisymmetric equilibria in a toroidally averaged sense. This is considered to be an appropriate approach for the W7-AS configuration, in which the leading magnetic field inhomogeneity is given by the axisymmetric toroidal curvature term.…”
Section: Comparison With Mhd Code Calculationsmentioning
confidence: 99%
“…In this section the NOVA [42,43] and TAEFL [44] codes are used to address these issues and provide additional insight into the impact of ECH on RSAEs. NOVA is an ideal MHD eigenvalue solver and TAEFL is non-perturbative gyrofluid code that can be run as initial value or eigenvalue solver.…”
Section: Nova and Taefl Simulationsmentioning
confidence: 99%
“…In addition, Spong et al investigated the nonlinear evolution of the TAE (toroidal Alfv en eigenmode) using the hybrid MHDgyrofluid code TAEFL. [37][38][39] It was found that the linear growth rate of the instability could be suppressed by the nonlinearly generated sheared poloidal flows that decorrelates and breaks up the TAE mode structure. Later, Todo et al also studied the nonlinear MHD effects on Alfv en eigenmode evolution 40,41 with the MEGA code.…”
Section: -7mentioning
confidence: 99%