QUASILINEAR SPACE-DEPENDENT DIFFUSION IN THE LOWER HYBRID WAVES REGIME
The quasilinear diffusion coefficient for the inherently space-dependent diffusion in lower hybrid heating and current drive experiments is derived; it concludes with the usual space-independent approximation where the RF field amplitude is almost constant. The form of the distribution function in the `plateau' region and for large velocities (where the quasilinear diffusion coefficient seems to lead to unphysical results) is obtained. The position and width of the `plateau' (which are essential quantities in the theoretical description of LH experiments) are derived and their dependence on the RF field amplitude gradient is stressed. Finally, the ponderomotive effect (which plays a substantial role in LH experiments by causing large gradients of the electrostatic field amplitude) is derived, allowance being made for distortions of the distribution from Maxwellian.
Bibliographic Reference: REPORT: IPP6/284 EN (1989) AVAILABLE FROM MAX-PLANCK-INSTITUT FUER PLASMAPHYSIK, 8046 GARCHING BEI MUENCHEN (DE)
Record Number: 1989128066700 / Last updated on: 1990-11-09
Available languages: en