Abstract
From the point of view of the extended simple equation method, multiple new private distinct types for the cubic-quartic optical soliton birefringent fibers with four forms nonlinear refractive index have been extracted. The suggested model has vital effective effect in all modern telecommunications process. The suggested method which has invited for this purpose examined previously for many other nonlinear problems arising in various branches of science and continuously gives good results. We will implement this method to extracting multiple new private types for the cubic-quartic soliton with its four different forms of the NLSE which are, the cubic-quartic in polarization-preserving fibers with the kerr-low nonlinearity, quadratic-cubic law nonlinearity, parabolic law nonlinearity and non-local law nonlinearity. Actual comparison between our achieved results and that realized previously by other authors has been established.
Highlights
It is important to study the transition of light through optical fibers which play principal rule in all wireless communication, modern telecommunications, audio waves and asocial media process
In the last few decays little studies through good efforts of some authors to various special forms of NLSE for the cubic-quartic of the birefringence for which the optical property of a material having a refractive index that depends on the polarization and propagation direction of light have been investigated through [26,27,28]
This article focused on applying the ESEM [8,9], [14] to achieve new types of optical solitons to cubic-quartic NLSE with its special forms which mentioned in the abstract
Summary
It is important to study the transition of light through optical fibers which play principal rule in all wireless communication, modern telecommunications, audio waves and asocial media process. In the last few decays little studies through good efforts of some authors to various special forms of NLSE for the cubic-quartic of the birefringence for which the optical property of a material having a refractive index that depends on the polarization and propagation direction of light have been investigated through [26,27,28]. In section three the application the ESEM schema to extract optical soliton of the cubic-quartic for the Kerr-Low NLSE in polarization-preserving fibers. In section five the application the ESEM schema to extract optical soliton of the cubic-quartic for the parabolic-low NLSE in polarization-preserving fibers. In section six the application the ESEM schema to extract optical soliton of the cubic-quartic for the Non-local-low NLSE in polarization-preserving fibers. Inserting these achieved variables into equation (4) the aimed solutions have been extracted
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