Vol. 46, Issue 1, pp. 79-86

  1. Archive
  2. Optica Applicata Vol. 46, Issue 1, pp. 79-86 (2016)
Vol. 46 Issue 1 pp. 79-86

Dark and singular optical solitons with competing nonlocal nonlinearities

Qin Zhou, Lan Liu, Huijuan Zhang, Mohammad Mirzazadeh, Ali H. Bhrawy, Essaid Zerrad, Seithuti Moshokoa, Anjan Biswas

Keywords

solitons, parabolic law nonlinearity, competing nonlinearities

Abstract

In this work, we study the dynamics of optical solitons in a synthetic nonlocal nonlinear media. The nonlinear dynamical model which describes the propagation of optical solitons in the weakly nonlocal nonlinear media with parabolic law nonlinearity is investigated analytically. The tool of integration that is the Riccati equation mapping approach is introduced to extract exact traveling wave solutions. As a result, an explicit dark soliton, singular soliton and periodic solutions are derived.

Vol. 46
Issue 1
pp. 79-86

0.16 MB
OPTICA APPLICATA - a quarterly of the Wrocław University of Science and Technology, Faculty of Fundamental Problems of Technology