Numerical Validation of Certain Cubic–Quartic Optical Structures Associated with the Class of Nonlinear Schrödinger Equation DOI Open Access
Adel Almalki,

A.A. AlQarni,

H. O. Bakodah

et al.

Symmetry, Journal Year: 2024, Volume and Issue: 17(1), P. 51 - 51

Published: Dec. 30, 2024

This study presents a comprehensive investigation of cubic–quartic solitons within birefringent optical fibers, focusing on the effects Kerr law refractive index. The researchers have derived soliton solutions analytically using sine-Gordon function technique. To validate their analytical results, employs improved Adomian decomposition method, numerical technique known for its efficiency and accuracy in solving nonlinear problems. method effectively approximates while minimizing computational errors, allowing reliable simulations that corroborate findings. insights gained from this research contribute to deeper understanding symmetry properties involved wave propagation fibers. highlights significant role nonlinearities shaping behavior waves these systems. use proposed not only serves as checking mechanism but also illustrates potential applicability other systems exhibiting complex behaviors. versatility could lead new exploration fronts optics photonics, expanding toolkit available rapidly evolving fields.

Language: Английский

Numerical Validation of Certain Cubic–Quartic Optical Structures Associated with the Class of Nonlinear Schrödinger Equation DOI Open Access
Adel Almalki,

A.A. AlQarni,

H. O. Bakodah

et al.

Symmetry, Journal Year: 2024, Volume and Issue: 17(1), P. 51 - 51

Published: Dec. 30, 2024

This study presents a comprehensive investigation of cubic–quartic solitons within birefringent optical fibers, focusing on the effects Kerr law refractive index. The researchers have derived soliton solutions analytically using sine-Gordon function technique. To validate their analytical results, employs improved Adomian decomposition method, numerical technique known for its efficiency and accuracy in solving nonlinear problems. method effectively approximates while minimizing computational errors, allowing reliable simulations that corroborate findings. insights gained from this research contribute to deeper understanding symmetry properties involved wave propagation fibers. highlights significant role nonlinearities shaping behavior waves these systems. use proposed not only serves as checking mechanism but also illustrates potential applicability other systems exhibiting complex behaviors. versatility could lead new exploration fronts optics photonics, expanding toolkit available rapidly evolving fields.

Language: Английский

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