@InProceedings{motley85,
author = {Robert W. Motley and Ronald E. Bell and
Stefano Bernabei and Alfred J. Cavallo and Tsu-Kai Chu
and Samuel A. Cohen and Boel G. Denne and
Phillip C. Efthimion and Nathaniel J. Fisch and
Einar Hinnov and William M. Hooke and Joel C. Hosea
and Forrest C. Jobes and Charles F. F. Karney and
Ernesto Mazzucato and E. B. Meservey and
James E. Stevens and Szymon Suckewer and Gary Taylor
and John R. Timberlake and Schweickhard E. von Goeler
and J. Randall Wilson},
title = {Lower Hybrid Current Ramp-up in the {PLT} Tokamak},
booktitle = {Plasma Physics and Controlled Nuclear Fusion Research
1984},
pages = {473-478},
year = 1985,
volume = 1,
reprint = {iaea85},
publisher = {IAEA, Vienna},
note = {Proc. Tenth International Conf., London, England,
Sept. 12--19, 1984},
annote = {Paper IAEA--CN--44/F--II--2},
abstract = {A study of radiofrequency current ramp-up in the PLT
tokamak is reported. The plasma current was first
raised to 200–300 kA by the Ohmic heating
transformer, and the current in the transformer
primary circuit was then held constant to remove the
OH drive. After the current fell below 200 kA, up to
300 kW of toroidally-directed RF power at 800 MHz was
transmitted into the PLT plasma via a 6-element phased
waveguide array. Current ramp-up rates between 0 and
120 kA/s for a 0.35 s time interval
((½–1/3) <i>L</i>/<i>R</i> time) where
measured at densities between 2 and 4 ×
10<sup>12</sup> cm<sup>−3</sup>. It is estimated
that about 20\% of the RF energy introduced into the
vacuum vessel was converted into poloidal magnetic
field energy, <i>LI</i><sup>2</sup>/2, where <i>L</i>
≅ 3 μH is the total inductance of the plasma
current loop. This conversion ratio should depend on
a variety of factors, including the percentage of RF
power absorbed by resonant electrons and the magnitude
of the back current induced by the changing poloidal
flux <i>LI</i>. The high ramp-up efficiencies are
predicted theoretically in the regime in which the PLT
ramp-up experiments operate, i.e., where the phase
velocity of the waves is approximately equal in
magnitude to the runaway velocity due to the back
voltage. Comparison of the raw data with theory
suggest that about ½ to ¾ of the
incident RF power is absorbed by resonant
high-velocity electrons.}
}