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Verifying raytracing/Fokker-Planck lower-hybrid current drive predictions with self-consistent full-wave/Fokker-Planck simulations

Authors
Frank, S. J.Lee, J. P.Wright, J. C.Hutchinson, I. H.Bonoli, P. T.
Issue Date
Nov-2022
Publisher
CAMBRIDGE UNIV PRESS
Keywords
plasma waves; plasma simulation; fusion plasma
Citation
JOURNAL OF PLASMA PHYSICS, v.88, no.6, pp.1 - 23
Indexed
SCIE
SCOPUS
Journal Title
JOURNAL OF PLASMA PHYSICS
Volume
88
Number
6
Start Page
1
End Page
23
URI
https://scholarworks.bwise.kr/hanyang/handle/2021.sw.hanyang/187560
DOI
10.1017/S0022377822001106
ISSN
0022-3778
Abstract
Raytracing/Fokker-Planck (FP) simulations used to model lower-hybrid current drive (LHCD) often fail to reproduce experimental results, particularly when LHCD is weakly damped. A proposed reason for this discrepancy is the lack of 'full-wave' effects, such as diffraction and interference, in raytracing simulations and the breakdown of the raytracing approximation. Previous studies of LHCD using non-Maxwellian full-wave/FP simulations have been performed, but these simulations were not self-consistent and enforced power conservation between the FP and full-wave code using a numerical rescaling factor. Here, we have created a fully self-consistent full-wave/FP model for LHCD that is automatically power conserving. This was accomplished by coupling an overhauled version of the non-Maxwellian TORLH full-wave solver and the CQL3D FP code using the Integrated Plasma Simulator. We performed converged full-wave/FP simulations of Alcator C-Mod discharges and compared them with raytracing. We found that excellent agreement in the power deposition profiles from raytracing and TORLH could be obtained, however, TORLH had somewhat lower current drive efficiency and broader power deposition profiles in some cases. This discrepancy appears to be a result of numerical limitations present in the TORLH model and a small amount of diffractional broadening of the TORLH wave spectrum. Our results suggest full-wave simulation of LHCD is likely not necessary as diffraction and interference represented only a small correction that could not account for the differences between simulations and experiment.
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