Analysis of Alfven Eigenmode destabilization in DIII-D high poloidal $\beta$ discharges using a Landau closure model
J. Varela, D. A. Spong, L. Garcia, J. Huang, M. Murakami, A. M., Garofalo, J. P. Qian, C. T. Holcomb, A. W. Hyatt, J. R. Ferron, C. S., Collins, Q. L. Ren, J. McClenaghan, W. Guo

TL;DR
This study uses a Landau closure model with reduced MHD equations to analyze Alfven Eigenmode destabilization in DIII-D high poloidal beta discharges, revealing conditions for bifurcation, mode types, and suppression strategies.
Contribution
It introduces a comprehensive Landau closure model to simulate and understand Alfven Eigenmodes in high beta discharges, identifying key parameters for mode control.
Findings
Lower frequency bifurcation modes are ballooning modes at the pedestal.
Higher frequency modes are low n Toroidal Alfven Eigenmodes near the pedestal.
Optimized neutral beam injection reduces AE activity.
Abstract
Alfven Eigenmodes are destabilized at the DIII-D pedestal during transient beta drops in high poloidal beta discharges with internal transport barriers (ITBs), driven by n=1 external kink modes, leading to energetic particle losses. There are two different scenarios in the thermal beta recovery phase: with bifurcation (two instability branches with different frequencies) or without bifurcation (single instability branch). We use the reduced MHD equations in a full 3D system, coupled with equations of density and parallel velocity moments for the energetic particles as well as the geodesic acoustic wave dynamics, to study the properties of the instabilities observed in the DIII-D high poloidal beta discharges and identify the conditions to trigger the bifurcation. The simulations suggest that instabilities with lower frequency in the bifurcation case are ballooning modes driven at the…
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