The internal kink mode in an anisotropic flowing plasma with application to modeling neutral beam injected sawtoothing discharges

被引:40
作者
Graves, JP [1 ]
Sauter, O
Gorelenkov, NN
机构
[1] Ecole Polytech Fed Lausanne, Assoc EURATOM Confederat Suisse, Ctr Rech Phys Plasmas, CH-1015 Lausanne, Switzerland
[2] Princeton Plasma Phys Lab, Princeton, NJ 08543 USA
关键词
D O I
10.1063/1.1557592
中图分类号
O35 [流体力学]; O53 [等离子体物理学];
学科分类号
070204 ; 080103 ; 080704 ;
摘要
For some time it has not been clear to what extent neutral injected beam ions have a stabilizing influence on sawteeth. To investigate this, the well known toroidal internal kink instability is generalized to account for weakly anisotropic and flowing equilibria. An analytical approach is proposed, which upon employing an appropriate model distribution function, accurately accounts for the hot ion response of neutral beam injection (NBI) to the internal kink mode. Large fluid contributions, which are expected to arise as a consequence of the anisotropic velocity deposition of NBI, are identified and shown to be stabilizing to the internal kink mode for populations with large passing fractions. In particular for tangential injection, such as that employed in the Joint European Torus [J. Wesson, Tokamaks, 2nd ed. (Oxford Science, Oxford, 1997), p. 581], it is found that fast ion stabilization can be dominated by anisotropic fluid effects rather than kinetic effects. In contrast, for predominantly trapped populations, the anisotropic fluid effects are destabilizing and thus reduce the stabilizing role of fast ions. This is especially evident for cases where the subsonic sheared toroidal plasma rotation induced by unbalanced NBI reduces kinetic stabilization. Sheared plasma rotation orientated either co or counter to the plasma current can reduce fast ion stabilization, but counter-rotation has the greatest effect by impeding the conservation of the third adiabatic invariant. (C) 2003 American Institute of Physics.
引用
收藏
页码:1034 / 1047
页数:14
相关论文
共 43 条
[31]  
NORTHROP TG, 1963, ADIABATIC MOTION CHA, P61
[32]  
PEGORARO F, 1989, PLASMA PHYS CONTROLL, V2, P243
[33]   ION-CYCLOTRON RANGE OF FREQUENCIES STABILIZATION OF SAWTEETH ON TOKAMAK FUSION TEST REACTOR [J].
PHILLIPS, CK ;
HOSEA, J ;
MARMAR, E ;
PHILLIPS, MW ;
SNIPES, J ;
STEVENS, J ;
TERRY, J ;
WILSON, JR ;
BELL, M ;
BITTER, M ;
BOIVIN, R ;
BUSH, C ;
CHENG, CZ ;
DARROW, D ;
FREDRICKSON, E ;
GOLDFINGER, R ;
HAMMETT, GW ;
HILL, K ;
HOFFMAN, D ;
HOULBERG, W ;
HSUAN, H ;
HUGHES, M ;
JASSBY, D ;
MCCUNE, D ;
MCGUIRE, K ;
NAGAYAMA, Y ;
OWENS, DK ;
PARK, H ;
RAMSEY, A ;
SCHILLING, G ;
SCHIVELL, J ;
SMITHE, DN ;
STRATTON, B ;
SYNAKOWSKI, E ;
TAYLOR, G ;
TOWNER, H ;
WHITE, R ;
ZWEBEN, S .
PHYSICS OF FLUIDS B-PLASMA PHYSICS, 1992, 4 (07) :2155-2164
[34]   FAST PARTICLE STABILIZATION [J].
PORCELLI, F .
PLASMA PHYSICS AND CONTROLLED FUSION, 1991, 33 (13) :1601-1620
[35]   Model for the sawtooth period and amplitude [J].
Porcelli, F ;
Boucher, D ;
Rosenbluth, MN .
PLASMA PHYSICS AND CONTROLLED FUSION, 1996, 38 (12) :2163-2186
[36]   Control of neoclassical tearing modes by sawtooth control [J].
Sauter, O ;
Westerhof, E ;
Mayoral, ML ;
Alper, B ;
Belo, PA ;
Buttery, RJ ;
Gondhalekar, A ;
Hellsten, T ;
Hender, TC ;
Howell, DF ;
Johnson, T ;
Lamalle, P ;
Mantsinen, MJ ;
Milani, F ;
Nave, MFF ;
Nguyen, F ;
Pecquet, AL ;
Pinches, SD ;
Podda, S ;
Rapp, J .
PHYSICAL REVIEW LETTERS, 2002, 88 (10) :4-105001
[37]  
SHAFRANO.VD, 1970, SOV PHYS TECH PHYS-U, V15, P175
[38]   1ST MEASUREMENTS OF THE TOROIDAL ROTATION OF THE BULK IONS AT TEXTOR BY RUTHERFORD SCATTERING [J].
TAMMEN, HF ;
DONNE, AJH ;
EURINGER, H ;
OYEVAAR, T .
PHYSICAL REVIEW LETTERS, 1994, 72 (03) :356-359
[39]   MAXIMUM PLASMA PRESSURE FOR STABILITY IN MAGNETIC FIELDS WITH FINITE MINIMA [J].
TAYLOR, JB ;
HASTIE, RJ .
PHYSICS OF FLUIDS, 1965, 8 (02) :323-&
[40]   On the measurement of toroidal rotation for the impurity and the main ion species on the Joint European Torus [J].
Testa, D ;
Giroud, C ;
Fasoli, A ;
Zastrow, KD .
PHYSICS OF PLASMAS, 2002, 9 (01) :243-250