2011
DOI: 10.1088/0029-5515/51/5/053003
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Numerical simulation of fast ion loss detector measurements for fishbones on JET

Abstract: A synthetic diagnostic model for the simulation of energy and pitch angle resolved measurements of fast ion losses obtained by 2D scintillation-type detectors is presented and subsequently tested on a JET discharge with fishbones (previously documented in Perez von Thun et al 2010 Nucl. Fusion 50 084009). The simulated energy and pitch angle distributions at the detector are found to be in excellent agreement with the measurements. The simulations further suggest that n… Show more

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Cited by 16 publications
(19 citation statements)
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References 27 publications
(41 reference statements)
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“…Losses of high-energy (0.5-4 MeV) protons accelerated by ICRH were also observed with the 2D scintillator probe in recent JET experiments with low-frequency (9-14 kHz) fishbones driven unstable by NBI ions (80-130 keV) [49,50]. The losses were enhanced a factor of 10-20 with respect to MHD-quiescent levels and were found to increase quadratically with the mode amplitude.…”
Section: Fast Particle/burning Plasma Physicsmentioning
confidence: 70%
See 1 more Smart Citation
“…Losses of high-energy (0.5-4 MeV) protons accelerated by ICRH were also observed with the 2D scintillator probe in recent JET experiments with low-frequency (9-14 kHz) fishbones driven unstable by NBI ions (80-130 keV) [49,50]. The losses were enhanced a factor of 10-20 with respect to MHD-quiescent levels and were found to increase quadratically with the mode amplitude.…”
Section: Fast Particle/burning Plasma Physicsmentioning
confidence: 70%
“…however, suggests [52] that the loss of toroidal symmetry caused by the fishbone can also cause non-resonant losses of high-energy ions and α-particles. Detailed integrated MISHKA [53], HAGIS [54] and SELFO [55] modelling with B t = 2.0T, I p = 2.2MA, δ ~ 0.26, ν i * ~ 0.3 B t = 2.7T, I p = 2.5MA, δ ~ 0.42, ν i * ~ 1.1 B t = 2.4T, I p = 2.0MA, δ ~ 0.41, ν i * ~ 0.6 B t = 1.6T, I p = 1.5MA, δ ~ 0.26, ν i * ~ 0.7 a detailed synthetic scintillator probe model [50] confirm that the observed losses result from non-resonant interactions. Very good agreement is found between the measured and simulated energy and pitch-angle distributions as well as the temporal evolution of the losses during a fishbone cycle.…”
Section: Fast Particle/burning Plasma Physicsmentioning
confidence: 99%
“…Previous efforts [24][25][26] have utilized forward and backward time integration techniques to observe overlapping phase-space regions of interaction [27]. This report describes a more thorough methodology in which forward modeled particles are fully tracked to the detector geometry after biasing against the distribution of particles reverse integrated from the detector.…”
Section: Introductionmentioning
confidence: 99%
“…This is a well diagnosed discharge that has been previously documented for the study of fishbonerelated fast ion losses with a scintillator probe detector [24,25]. The main discharge characteristics and experimental findings are repeated below for convenience, for further details the reader is referred to [24].…”
Section: Experimental Observations and Simulation Setupmentioning
confidence: 87%
“…Here, the radial eigenfunctions are computed by the linear MHD code MISHKA-1 [32], which solves the ideal incompressible MHD equations. To reproduce a typical fishbone cycle, the obtained eigenfunctions are scaled with a time dependent amplitude and frequency that match the experimentally observed values, using the same procedure as in [24,25]. The amplitude is specified through a third order polynomial as follows.…”
Section: Experimental Observations and Simulation Setupmentioning
confidence: 99%