Cavity and background oscillations in Intrinsic Josephson Junctions (1511.02822v1)

Abstract: Starting with zero initial conditions we simulate the current-voltage characteristics (CVCs) of Intrinsic Josephson Junctions (IJJ) for parameters close to that of the BSCCO mesas. The simulation shows a regular pattern with voltage jumps at voltages satisfying the cavity resonance conditions. The calculated emission has peaks at every voltage jump. Analyzing the phases we observe a two-dimensional standing wave pattern with a kink configuration as their static part. Depending on the kink configuration and the bias current, the kink amplitudes may differ from $\pi$ . By means of Fast Fourier Transform (FFT) we show that the frequencies excellently satisfy the ac Josephson relation as in the real experiments. Integer higher harmonics up to fifth order are also observed. Calculated amplitude maps for the frequencies achieved and their harmonics demonstrate that together with cavity modes there exist nonlinear background modes. Direct observation of the phase dynamics shows a relation between oscillations of the background modes and the static kink configuration: opposite static kinks in different junctions correspond to opposite ($\pi$-shifted) oscillations of the background modes.