This paper secures a spectrum of cubic–quartic optical solitons for perturbed complex Ginzburg–Landau equation. There are eight powerful and prolific integration structures that made this retrieval possible. The perturbation terms are all of Hamiltonian type and are with maximum intensity. The existence criteria for such solitons naturally emerged from their respective parameter dynamics. As a byproduct, these schemes revealed periodic singular solutions.
|Number of pages||68|
|Journal||Journal of Applied Science and Engineering (Taiwan)|
|Publication status||Published - 2021|
- Non–Kerr law