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Please use this identifier to cite or link to this item: http://arks.princeton.edu/ark:/88435/dsp011g05ff76p
Title: Gyrokinetic simulations of momentum flux parasitic to free-energy transfer
Contributors: Stoltzfus-Dueck, T
Hornsby, W A
Grosshauser, S R
US Dept. of Energy, Office of Science, Contract DE-AC02-09CH11466
Keywords: toroidal rotation
tokamak
transport
intrinsic rotation
rotation reversal
Issue Date: 2022
Publisher: Princeton University.
Citation: T. Stoltzfus-Dueck, W. A. Hornsby, and S. R. Grosshauser, 2022, “Gyrokinetic simulations of momentum flux parasitic to free-energy transfer,” Princeton Plasma Physics Laboratory, Princeton University DataSpace
Abstract: Ion Landau damping interacts with a portion of the E×B drift to cause a non-diffusive outward flux of co-current toroidal angular momentum. Quantitative evaluation of this momentum flux requires nonlinear simulations to determine fL, the fraction of fluctuation free energy that passes through ion Landau damping, in fully developed turbulence. Nonlinear gyrokinetic simulations with the GKW code confirm the presence of the systematic symmetry-breaking momentum flux. For simulations with adiabatic electrons, fL scales inversely with the ion temperature gradient, because only the ion curvature drift can transfer free energy to the electrostatic potential. Although kinetic electrons should in principle relax this restriction, the ion Landau damping measured in collisionless kinetic-electron simulations remained at low levels comparable with ion-curvature-drift transfer, except when magnetic shear was strong. A set of simulations scanning the electron pitch-angle scattering rate showed only a weak variation of fL with the electron collisionality. However, collisional-electron simulations with electron temperature greater than ion temperature unambiguously showed electron-curvature-drift transfer supporting ion Landau damping, leading to a corresponding enhancement of the symmetry-breaking momentum flux.
URI: http://arks.princeton.edu/ark:/88435/dsp011g05ff76p
Referenced By: https://doi.org/10.1063/5.0080368
Appears in Collections:Theory and Computation

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