WebThere are two branches of shbone mode. The high frequency branch is responsible for the shbone oscillations at the fast ion precessional frequency [9] (it can be referred to as the ‘precessional branch’), whereas the low frequency one manifests itself in oscillations with the bulk ion diamagnetic frequency (the ‘diamagnetic branch’) [10]. Web5 mei 2011 · These comparative studies suggest that an energetic particle-driven “off-axis-fishbone-like mode” is a new EP-driven branch of the external kink mode in wall …
Double-kink fishbone instability caused by circulating energetic …
Web19 jul. 2016 · It is found that energetic particle branch of the mode is unstable with the driving of fast-particle precession drifts and corresponds to a precessional fishbone. The … Web5 mei 2011 · These comparative studies suggest that an energetic particle-driven “off-axis-fishbone-like mode” is a new EP-driven branch of the external kink mode in wall-stabilized plasmas, analogous to the relationship of the classical fishbone branch to the internal kink mode. ACKNOWLEDGMENTS second school student
Toroidal modelling of resistive internal kink and fishbone ...
Web19 jul. 2016 · The destabilization of ideal internal kink modes by trapped fast particles in tokamak plasmas with a “shoulder”-like equilibrium current is investigated. It is found that energetic particle branch of the mode is unstable with the driving of fast-particle precession drifts and corresponds to a precessional fishbone. The mode with a low stability … WebResistive fishbones with and without an ideal wall are investigated. It is found that, in the presence of energetic particles as well as plasma resistivity, two branches of unstable … Web21 dec. 2024 · In this paper, we analyze the modification of fast particles on the nonlinear radial displacement of m = 1 internal kink mode with a shoulder-like equilibrium current theoretically. Using the matching method on the solutions of the outer and inner regions, we derive the analytical form of nonlinear radial displacement in the limit of q' = q" = 0, which … second russian ship