Two-dimensional dark solitons in diffusive nonlocal nonlinear media

Si Liu Xu; Nikola Petrović; Milivoj R. Belić

doi:10.1007/s12596-015-0243-z

Two-dimensional dark solitons in diffusive nonlocal nonlinear media

Si Liu Xu^*, Nikola Petrović, Milivoj R. Belić

^*Corresponding author for this work

Research output: Contribution to journal › Article › peer-review

26 Citations (Scopus)

Abstract

Using the balance principle and the F-expansion method, we find dark soliton solutions in a general nonlocal nonlinear optical model with a diffusive type of nonlinearity. These solutions are modeled by numerical simulation, in order to study how they propagate and interact with each other. Our results show that the multidimensional nonlocal solitary waves can be manipulated and controlled by changing the degree of nonlocality and the diffraction coefficient.

Original language	English
Pages (from-to)	172-177
Number of pages	6
Journal	Journal of Optics (India)
Volume	44
Issue number	2
DOIs	https://doi.org/10.1007/s12596-015-0243-z
Publication status	Published - 13 Jun 2015
Externally published	Yes

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10.1007/s12596-015-0243-z

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abstract = "Using the balance principle and the F-expansion method, we find dark soliton solutions in a general nonlocal nonlinear optical model with a diffusive type of nonlinearity. These solutions are modeled by numerical simulation, in order to study how they propagate and interact with each other. Our results show that the multidimensional nonlocal solitary waves can be manipulated and controlled by changing the degree of nonlocality and the diffraction coefficient.",

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AU - Xu, Si Liu

AU - Petrović, Nikola

AU - Belić, Milivoj R.

PY - 2015/6/13

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N2 - Using the balance principle and the F-expansion method, we find dark soliton solutions in a general nonlocal nonlinear optical model with a diffusive type of nonlinearity. These solutions are modeled by numerical simulation, in order to study how they propagate and interact with each other. Our results show that the multidimensional nonlocal solitary waves can be manipulated and controlled by changing the degree of nonlocality and the diffraction coefficient.

AB - Using the balance principle and the F-expansion method, we find dark soliton solutions in a general nonlocal nonlinear optical model with a diffusive type of nonlinearity. These solutions are modeled by numerical simulation, in order to study how they propagate and interact with each other. Our results show that the multidimensional nonlocal solitary waves can be manipulated and controlled by changing the degree of nonlocality and the diffraction coefficient.

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Two-dimensional dark solitons in diffusive nonlocal nonlinear media

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