2019
DOI: 10.1063/1.5109259
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Verification of the global gyrokinetic stellarator code XGC-S for linear ion temperature gradient driven modes

Abstract: XGC (X-point Gyrokinetic Code) is a whole-volume, total-f gyrokinetic particle-incell code developed for modelling tokamaks. In recent work, XGC has been extended to model more general 3D toroidal magnetic configurations, such as stellarators.These improvements have resulted in the XGC-S version. In this paper, XGC-S is benchmarked for linear electrostatic ion temperature gradient-driven microinstabilities, which can underlie turbulent transport in stellarators. An initial benchmark of XGC-S in tokamak geometr… Show more

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Cited by 21 publications
(17 citation statements)
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“…The reliability of full gyrokinetic simulations is debated, but to the extent that they can be taken to be reliable they could be used (1) to test whether a given stellarator configuration has acceptable transport properties and (2) to determine which features of the magnetic configuration have the greatest effect on the microturbulent transport. The microturbulence codes GENE, XGC, and GTC have been primarily developed for tokamaks but stellarator versions, such as XGC-S [29], are being developed.…”
Section: Microturbulence Strategiesmentioning
confidence: 99%
“…The reliability of full gyrokinetic simulations is debated, but to the extent that they can be taken to be reliable they could be used (1) to test whether a given stellarator configuration has acceptable transport properties and (2) to determine which features of the magnetic configuration have the greatest effect on the microturbulent transport. The microturbulence codes GENE, XGC, and GTC have been primarily developed for tokamaks but stellarator versions, such as XGC-S [29], are being developed.…”
Section: Microturbulence Strategiesmentioning
confidence: 99%
“…XGC has been extensively benchmarked against other codes, e.g., the drift-kinetic code NEO 28,29 and the gyrokinetic codes GENE 30 , GTC 31 , GEM 32 , and EUTERPE 33 . A comprehensive summary of the edge-physics specific features of XGC can be found in [21].…”
Section: A Numerical Modelmentioning
confidence: 99%
“…5. XGC has been extensively benchmarked against other codes, e.g., the drift-kinetic code NEO for neoclassical and impurity transport [6][7][8] , and the gyrokinetic codes GENE 9 , GTC 10 , GEM 11 , ORB5 12 , and EUTERPE 13 for nonlinear turbulence.…”
Section: Introductionmentioning
confidence: 99%