Toroidal angular momentum transport with non-axisymmetric magnetic fields
J. Seol, B. H. Park
Abstract
J. Seol, B. H. Park
Abstract
In this study, we calculate the radial transport of the toroidal angular momentum in the presence of non-axisymmetric magnetic fields. It is shown that the radial transport of the toroidal angular momentum, R2∇ζ·V, is proportional to the first order of gyro-radius. This implies that the neoclassical toroidal viscosity caused by asymmetric magnetic fields can change the toroidal rotation significantly.
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In this study, we calculate the radial transport of the toroidal angular momentum in the presence of non-axisymmetric magnetic fields. It is shown that the radial transport of the toroidal angular momentum, R2∇ζ·V, is proportional to the first order of gyro-radius. This implies that the neoclassical toroidal viscosity caused by asymmetric magnetic fields can change the toroidal rotation significantly.
Key concepts: Physics, Toroid, Angular momentum, Rotational symmetry, RADIUS, Rotation (mathematics), Magnetic field, Quantum electrodynamics