Linear and Nonlinear Dynamics of Self-Consistent Collisionless Tearing Modes in Toroidal Gyrokinetic Simulations
We investigate tearing modes (TM) driven by current density gradient in collisionless tokamak plasmas by using the electromagnetic gyrokinetic simulation code ORB5. We elucidate the TM width by simulations for flat profiles, as the absence of background diamagnetic flows implies a small rotation-spe...
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Zusammenfassung: | We investigate tearing modes (TM) driven by current density gradient in
collisionless tokamak plasmas by using the electromagnetic gyrokinetic
simulation code ORB5. We elucidate the TM width by simulations for flat
profiles, as the absence of background diamagnetic flows implies a small
rotation-speed, while finite-gradients are included to investigate the TM
rotation. For flat profiles, the initial saturation width of nonlinearly driven
magnetic islands is related to the TM linear growth rate; however, large
islands in the initial saturation phase are prone to current density
redistribution that reduces the island width in the following evolution.
Island-induced $\boldsymbol{E}\times\boldsymbol{B}$ and diamagnetic sheared
flows develop at the separatrix, able to destabilize the Kelvin-Helmholtz
instability (KHI). The KHI turbulence enhances a strong quadrupole vortex flow
that reinforces the island decay, resulting in a strong reduction of the island
width in an eventual steady state. This process is enhanced by trapped
electrons. For finite gradients profile, the TM usually rotates in the electron
diamagnetic direction, but can change direction when the ion temperature
gradient dominates the other gradients. The reduced growth of the TM by
diamagnetic effects results in a moderate island size, which remains almost
unchanged after the initial saturation. At steady state, strong zonal flows are
nonlinearly excited and dominate the island rotation, as expected from previous
theoretical and numerical studies. When the plasma beta is increased, the TM
mode is suppressed and a mode with the same helicity but with twisting parity,
coupled with the neighboring poloidal harmonics, is destabilized, similar to
the kinetic ballooning mode. |
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DOI: | 10.48550/arxiv.2410.11498 |