Title of article :
Embedded solitons with X^(2) nonliner susceptibility
Author/Authors :
Y. yildirun ، Y. Department of Mathematics - Faculty of Arts and Sciences - Near East University , Biswas ، A. Department of Physics, Chemistry and Mathematics - Alabama A M University, University , Ekici ، M. Department of Mathematics - Faculty of Science and Arts - Yozgat Bozok University , Khan ، S. Department of Physics, Chemistry and Mathematics - Alabama A M University , Triki ، H. Radiation Physics Laboratory, Department of Physics - Faculty of Sciences - Badji Mokhtar University , Moraru ، L. Department of Chemistry - Faculty of Sciences and Environment - Dunarea de Jos University of Galati , Alzahrani ، A. K. Mathematical Modeling and Applied Computation (MMAC) Research Group, Department of Mathematics - King Abdulaziz University , Belic ، M. R. Science Program - Texas A M University at Qatar
Abstract :
tract. This paper recovers optical soliton solutions with ˜(2)-nonlinear susceptibility. Bright, dark, singular, bright-dark combo solitons are recovered. A variety of algorithms are implemented. These include the Riccati equation approach, exp-function expansion method, modi ed simple equation algorithm, sine-Gordon equation scheme, F -expansion approach, trial function method, and functional variable algorithm.
Keywords :
Embedded solitons , (2) , nonlinearity , Integrability.
Journal title :
Scientia Iranica(Transactions D: Computer Science and Electrical Engineering)
Journal title :
Scientia Iranica(Transactions D: Computer Science and Electrical Engineering)
