System theory of the single-mode laser-diode

Gain and coherence collapse condition for a laser diode with optoelectronic feedback using Volterra series

“…Using (1) and 2, the Volterra kernels ( H 1 , H 2 ) are determined. The interested reader is referred to [66][67][68][69][70] for details of Volterra and the nonlinear system theories and to [44] for the detailed solutions of a single-mode laser diode.…”

“…The block diagram for H 2 is given in [44]. To find the output of H 2 , p 2 1 (t) and n 1 (t)p 1 (t) should be available.…”

“…The above expression for f 2 (t) is obtained by substituting for p 2 1 (t) and n 1 (t)p 1 (t) from (17) and (18). The function M (jω) is given as [44]…”

The detailed analysis of rate equation roots of BH-laser diode using Volterra series

“…Comprehensive analysis of this solution and the Volterra series is made in [24,[33][34][35][36]. The roots curves that are obtained from the zero-degree equation (Eq.…”

“…The state of the optical output power is specifically important due to the effects of intermodulation distortion on applications and subcarrier systems. One especially important feature is the effect and fluctuation of optical power, which is more evident and greater when a low DC supply current (I o ) is applied [24][25][26][27][28][29][30][31]. As the amount of power increases to a certain level, the power fluctuation may be reduced significantly.…”