1,257 research outputs found
Current in Wave Driven Plasmas
A theory for the generation of current in a toroidal plasma by
radio-frequency waves is presented. The effect of an opposing electric field is
included, allowing the case of time varying currents to be studied. The key
quantities that characterize this regime are identified and numerically
calculated. Circuit equations suitable for use in ray-tracing and transport
codes are given.Comment: LaTeX 2.09, 26 pages, 7 figure
Temporal Evolution of Lower Hybrid Waves in the Presence of Ponderomotive Density Fluctuations
The propagation of lower hybrid waves in the presence of ponderomotive
density fluctuations is considered. The problem is treated in two dimensions
and, in order to be able to correctly impose the boundary conditions, the waves
are allowed to evolve in time. The fields are described by i v_tau - \int v_xi
dzeta + v_{zeta zeta} + |v|^2 v = 0 where v is proportional to the electric
field, tau to time, and zeta and xi measure distances across and along the
lower hybrid ray. The behavior of the waves is investigated numerically. If the
amplitude of the waves is large enough, the spectrum of the waves broadens and
their parallel wavelength becomes shorter. The assumptions made in the
formulation preclude the application of these results to the lower hybrid
heating experiment on Alcator-A. Nevertheless, there are indications that the
physics embodied in this problem are responsible for some of the results of
that experiment.Comment: Plain TeX, 24 pages, 11 figure
Geodesics on an ellipsoid of revolution
Algorithms for the computation of the forward and inverse geodesic problems
for an ellipsoid of revolution are derived. These are accurate to better than
15 nm when applied to the terrestrial ellipsoids. The solutions of other
problems involving geodesics (triangulation, projections, maritime boundaries,
and polygonal areas) are investigated.Comment: LaTex, 29 pages, 16 figures. Supplementary material is available at
http://geographiclib.sourceforge.net/geod.htm
Numerical Techniques for the Study of Long-Time Correlations
In the study of long-time correlations extremely long orbits must be
calculated. This may be accomplished much more reliably using fixed-point
arithmetic. Use of this arithmetic on the Cray-1 computer is illustrated.Comment: Plain TeX, 10 pages. Proc. Workshop on Orbital Dynamics and
Applications to Accelerators, Lawrence Berkeley Laboratory, Berkeley,
California, March 7-12, 198
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