论文信息 - Resonant 1-soliton solution in anti-cubic nonlinear medium with perturbations

Resonant 1-soliton solution in anti-cubic nonlinear medium with perturbations

Abstract This paper derives bright 1-soliton solution to the resonant nonlinear Schrodinger's equation that is studied with anti-cubic nonlinearity. The semi-inverse variational principle is adopted to secure analytical solution to the model. The parametric restrictions that emerge for the existence of solitons are also presented.

[1] A. Biswas,et al. Optical solitons with anti-cubic nonlinearity by extended trial equation method , 2017 .

[2] Bede Liu,et al. Generalized Variational Principle for Electromagnetic Field with Magnetic Monopoles by He's Semi-inverse Method , 2009 .

[3] A. Biswas. Soliton Solutions of the Perturbed Resonant Nonlinear Schr ¨ odinger's Equation with Full Nonlinearity by Semi-Inverse Variational Principle , 2013 .

[4] Ji-Huan He,et al. ON THE SEMI-INVERSE METHOD AND VARIATIONAL PRINCIPLE , 2013 .

[5] P. Shukla,et al. Envelope solitons of nonlinear Schrödinger equation with an anti-cubic nonlinearity , 2002, nlin/0207054.

[6] K. Libarir,et al. A semi-inverse variational method for generating the bound state energy eigenvalues in a quantum system: The Schrödinger equation , 2009 .

[7] Sahay Shwetanshumala,et al. Temporal Solitons of Modified Complex Ginzberg Landau Equation , 2008 .

[8] A. Biswas,et al. Optical solitons with anti-cubic nonlinearity using three integration schemes , 2017 .

[9] Ahmet Yildirim,et al. Application of He's semi-inverse method to the nonlinear Schrödinger equation , 2007, Comput. Math. Appl..

[10] Yue Wu,et al. Variational approach to the generalized Zakharov equations , 2009 .