期刊
OPTICAL AND QUANTUM ELECTRONICS
卷 54, 期 6, 页码 -出版社
SPRINGER
DOI: 10.1007/s11082-022-03794-6
关键词
Fractional derivative; Schrodinger's equation; Nonlinear dispersion
This study examines the applications and solution types of two different nonlinear Schrodinger equations. By utilizing the efficient integration strategy of complex envelope antazs, novel solutions such as bright, dark, and combined dark-bright solitons are obtained. Important physical aspects are depicted through three-dimensional and contour plots for better interpretation of the acquired solutions.
The current study looks at two different nonlinear Schrodinger equations. These equations have several applications in science and engineering, such as nonlinear fiber optics, electromagnetic field waves, and signal processing via optical fibers. In this study, we investigate these equations using an efficient integration strategy known as complex envelop antazs. As a result, we obtain novel solutions such as bright, dark, and combined dark-bright soliton solutions. Important physical aspects have been depicted in three dimensions and contour plots for clear interpretation of the acquired solutions.
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