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Solitions in magneto-optic waveguides with anti-cubic nonlinearity
Elsayed M E Zayed1, Mohamed E M Alngar1, Reham M A Shohib1
1Mathematics Department, Faculty of Science, Zagazig University, Zagazig, Egypt.
Optik
|August 25, 2020
Summary
This study recovers optical soliton solutions for magneto-optic waveguides with anti-cubic nonlinearity. Jacobi
Area of Science:
- Nonlinear Optics
- Condensed Matter Physics
Background:
- Magneto-optic waveguides are crucial for optical communication and data storage.
- Nonlinear refractive index plays a significant role in light propagation within waveguides.
Purpose of the Study:
- To recover optical soliton solutions for magneto-optic waveguides with an anti-cubic nonlinear refractive index.
- To explore the complete spectrum of soliton solutions using an analytical approach.
Main Methods:
- Employed Jacobi's elliptic function approach for analytical solutions.
- Investigated the behavior of solutions by analyzing the limiting values of the modulus of ellipticity.
Main Results:
- Successfully recovered optical soliton solutions.
- Demonstrated that the modulus of ellipticity determines the full range of soliton solutions.
Conclusions:
- The Jacobi's elliptic function approach is effective for analyzing nonlinear optical phenomena in magneto-optic waveguides.
- The study provides a comprehensive understanding of optical solitons in anti-cubic nonlinear media.
