4.5 Article

Numerical investigation of alpha particle confinement under the perturbation of neoclassical tearing modes and toroidal field ripple in CFETR

期刊

NUCLEAR FUSION
卷 61, 期 4, 页码 -

出版社

IOP Publishing Ltd
DOI: 10.1088/1741-4326/abe4e8

关键词

tokamak; alpha particle; instability; drift island; resonance

资金

  1. National Nature Science Foundation of China [11905142, 11875290]
  2. US Department of Energy (DOE) [DE-AC02-09CH11466]

向作者/读者索取更多资源

This paper addresses the issue of alpha particle confinement in fusion reactor design, focusing on the impact of neoclassical tearing modes and toroidal field ripple on particle loss, as well as the assessment of particle redistribution under an NTM with a reduced model. Results show that the synergistic effect of NTM and ripple is negligible, and particle loss fraction remains unchanged with increasing NTM amplitude. Only passing particles are affected by mode particle resonance, leading to profile flattening without increased loss.
The confinement of alpha particles in burning plasma is a key issue in fusion reactor design, including particle interaction with instabilities. This paper includes two topics: the effect of neoclassical tearing modes (NTMs) and toroidal field ripple on alpha particle loss, and the assessment of particle redistribution under an NTM with a reduced model. We consider Chinese fusion engineering test reactor parameters, the alpha particle distribution given by TRANSP/NUBEAM and the NTM perturbation function given by the initial value code TM1. We show that the synergistic effect of the NTM and ripple is negligible; the particle loss fraction does not change with increasing NTM amplitude. Only passing particles are affected by the mode particle resonance, producing profile flattening but no increased loss because only trapped particles are influenced by ripple. To study alpha particle profile flattening, the work adopts an innovative method of phase vector rotation to determine regions of good and broken Kolmogorov-Arnold-Moser surfaces and equilibrates the particle density according to local stochasticity.

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