The dependence of confinement on the isotope mass in the core and the edge of AUG and JET-ILW H-mode plasmas

  • P. A. Schneider
  • , C. Angioni
  • , L. Frassinetti
  • , L. Horvath
  • , M. Maslov
  • , F. Auriemma
  • , M. Cavedon
  • , C. D. Challis
  • , E. Delabie
  • , M. G. Dunne
  • , J. M.Fontdecaba Climent
  • , J. Hobirk
  • , A. Kappatou
  • , D. L. Keeling
  • , B. Kurzan
  • , M. Lennholm
  • , B. Lomanowski
  • , C. F. Maggi
  • , R. M. McDermott
  • , T. Pütterich
  • A. Thorman, M. Willensdorfer

Research output: Contribution to journalArticlepeer-review

19 Scopus citations

Abstract

Experiments in ASDEX Upgrade (AUG) and JET with the ITER-like wall (JET-ILW) are performed to separate the pedestal and core contributions to confinement in H-modes with different main ion masses. A strong isotope mass dependence in the pedestal is found which is enhanced at high gas puffing. This is because the ELM type changes when going from D to H for matched engineering parameters, which is likely due to differences in the inter ELM transport with isotope mass. The pedestal can be matched in H and D plasmas by varying only the triangularity and keeping the engineering parameters relevant for core transport the same. With matched pedestals Astra/TGLF (Sat1geo) core transport simulations predict the experimental profiles equally well for H and D. These core transport simulations show a negligible mass dependence and no gyro-Bohm scaling is observed. However, to match the experimental observations at medium ß it is required to take the fast-ion dilution and rotation into account. This is not enough for high ß plasmas where for the first time a profile match between H and D plasmas was achieved experimentally. Under these conditions quasilinear modelling with TGLF over predicts the transport in the core of H and D plasmas alike.

Original languageEnglish
Article number026014
JournalNuclear Fusion
Volume62
Issue number2
DOIs
StatePublished - Jan 2022

Keywords

  • heat transport
  • isotope effect
  • pedestal stability
  • quasilinear modelling
  • tokamak

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