D. Summers et al., Gyroresonant acceleration of electrons in the magnetosphere by superluminous electromagnetic waves, J GEO R-S P, 106(A6), 2001, pp. 10853-10868
Superluminous auroral kilometric radiation originates in the auroral cavity
of the Earth's magnetosphere as right-hand extraordinary (R-X) mode emissi
ons, with additional contributions from the left-hand ordinary (L-O) and le
ft-hand extraordinary (L-X) modes. The three modes can propagate into the o
uter radiation belt and undergo gyroresonant interaction with trapped energ
etic electrons over a broad extent of the outer magnetosphere. We develop a
general theory of quasi-linear diffusion and construct resonant diffusion
curves in velocity space for each superluminous wave mode. The potential fo
r stochastic electron acceleration is controlled by the dispersive properti
es of the waves and the ratio between the electron gyrofrequency and plasma
frequency. It is found that each of the R-X, L-O, and L-X modes can produc
e significant acceleration of electrons over individual regions of paramete
r space. The L-O mode is found to have the potential for accelerating elect
rons from similar to 10 keV to similar to MeV energies, over a broad. range
of wave normal angles, in spatial regions extending from the auroral cavit
y to the high-latitude (> 30 degrees) outer radiation belt. The R-X mode ap
pears to be less effective for accelerating magnetospheric electrons, since
acceleration to significant energies (similar to MeV) requires very small
wave normal angles (< 10 degrees). The potential for significant electron a
cceleration in the magnetosphere by L-X mode waves is restricted not least
by the requirement of high minimum energies, e.g., 400 keV in the outer rad
iation belt. To assess whether the superluminous wave modes contribute sign
ificantly to the stochastic acceleration of relativistic electrons during g
eomagnetic storms, the present study needs to be supplemented by ray-tracin
g analyses and the calculation of energy diffusion coefficients incorporati
ng data on wave power.