Plasma resonance surfaces in the magnetic field reconnection and radio fine structures

Using a 2-D MHD model, the magnetic field reconnection in the current sheet and corresponding plasma resonance lines ( surfaces in 3-D), where the upper-hybrid frequency equals one of harmonics of the electron gyrofrequency omega(UH)=(omega(pe)(2) + omega(Be)(2))(1/2)=s omega(Be) (omega(UH), omega(pe), and omega(Be) are the upper hybrid, electron plasma, and cyclotron frequencies, respectively, and s is the integer harmonic number) are computed. Then at selected times and positions in the magnetic reconnection the spatial and time spectra of upper hybrid frequencies along the resonance lines are calculated. These spectra are discussed from the point of view of radio fine structures as narrowband dm-spikes, zebras, and lace bursts. It is shown that not only turbulent plasma outflows, suggested in the paper by Barta and Karlicky (2001), but also perturbed zones near the reconnection slow-mode shocks can be locations of the narrowband dm-spikes (and/or continua). Sources of the lace bursts (i.e. bursts with irregular lines) can be located in the reconnection space, too. On the other hand, the zebras (bursts with regular separations of zebra lines) need to be generated out of strongly perturbed reconnection areas.