4.3 Article

On Monitoring Tearing Modes Stability in Toroidally Rotating Tokamak Equilibria

Journal

IEEE TRANSACTIONS ON PLASMA SCIENCE
Volume 49, Issue 1, Pages 349-357

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TPS.2020.3043978

Keywords

Bayes observer; current moments; tearing modes; tokamak

Funding

  1. Euratom Research and Training Program [633053]
  2. EPSRC [EP/T012250/1] Funding Source: UKRI

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In tokamak operation, the robust diagnostics of MHD instabilities rely on magnetic signals and fast B perturbation signals. By analyzing the relationship between ZSSW moments and stability index, stability boundaries under different rotation conditions can be identified, providing insights for real-time monitoring and control in fusion reactors.
In tokamak operation, the control of dangerous MHD instabilities, possibly in real-time scenarios, must rely on prompt robust diagnostics of the state and stability of the system. The set of magnetic signals measured on the outside of the plasma boundary, based on the Zakharov-Shafranov, Shkarowsky, Wootton (ZSSW) current moments, has been always used for reliable monitoring of key characteristics of the instantaneous equilibrium condition, such as the quantities Delta(Sh), the Shafranov centroid shift, beta(p) related to the thermal energy content, and l(i) related to the current profile peakedness. In addition, the fast pickup coils monitor the external magnetic field fluctuations due to internal MHD activity, however, without the possibility of radial localization of the source. Here, we explore the potential usefulness of more complete use of ZSSW moments in association with the information from fast B perturbation signals to detect tearing stability conditions. For clarity, we set up an analysis of the measurable response to tearing perturbations based on an exact equilibrium model, which is an extension of the Solov'ev case with the addition of an equilibrium, nonuniform plasma rotation Omega(psi). The relation of the selected (externally measurable) ZSSW moments to the calculated stability index is mapped for different rotation values. The footprint of the stability condition Delta' < 0 on some current moments on the outer surface can then identify stability boundaries for different rotation conditions. This first discussion on an idealized exact model is proposed for testing the concept for application to realistic equilibria since it relies on a few externally monitorable quantities and very basic assumptions on the tearing modes physics.

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