ABRIDGING INTERACTION RESULT IN TEMPORAL SPREAD- ING

In this paper, we propose analysis to reduce soliton interactions in a long distance soliton transmission. The objective function is generating the result as stable, undistorted pulses known as soliton which is without the addition of undesired non linearity and dispersion effect. So to reduce the undesired effect on different pulses like hyperbolic secant and Gaussian pulses, we propose a numerical analyisis which is mod-elled by a generalized nonlinear Schrödinger equation (GNLSE).The method causes temporal spreading of pulse. Therefore, the resultant pulse propagates steadily for trans- pacific link compared to the observed ones