Journal of the European Optical Society-Rapid Publications, Volume. 19, Issue 2, 2023038(2023)
Chirped gap solitons with Kudryashov’s law of self-phase modulation having dispersive reflectivity
[1] G.P. Agrawal.
[2] A. Katzir. Lasers and optical fibers in medicine.
[3] S. Minakuchi, N. Takeda. Recent advancement in optical fiber sensing for aerospace composite structures.
[4] E.P. Schartner, G. Tsiminis, A. François, R. Kostecki, S.C. Warren-Smith, L.V. Nguyen, S. Heng, T. Reynolds, E. Klantsataya, K.J. Rowland et al. Taming the light in microstructured optical fibers for sensing.
[5] C. De Angelis. Nonlinear optics.
[6] B.P. Pal.
[7] T. Zhongwei, L. Chao. Optical fiber communication technology: Present status and prospect.
[8] I.P. Kaminow, T. Li. Optical fiber telecommunications IV-B: systems and impairments.
[9] U. Utzinger, R.R. Richards-Kortum. Fiber optic probes for biomedical optical spectroscopy.
[10] A. Yariv, P. Yeh.
[11] I.A. Bufetov, M.A. Melkumov, S.V. Firstov, K.E. Riumkin, A.V. Shubin, V.F. Khopin, A.N. Guryanov, E.M. Dianov. Bi-doped optical fibers and fiber lasers.
[12] G. Rajan.
[13] S. Addanki, I.S. Amiri, P. Yupapin. Review of optical fibers-introduction and applications in fiber lasers.
[14] A. Biswas, M. Ekici, A. Sonmezoglu, M.R. Belic. Optical solitons in fiber Bragg gratings with dispersive reflectivity for quadratic–cubic nonlinearity by extended trial function method.
[15] E.M. Zayed, M.E. Alngar, A. Biswas, H. Triki, Y. Yıldırım, A.S. Alshomrani. Chirped and chirp-free optical solitons in fiber Bragg gratings with dispersive reflectivity having quadratic-cubic nonlinearity by sub-ODE approach.
[16] E. Zayed, M. Alngar, A. Biswas, M. Ekici, A. Alzahrani, M. Belic. Chirped and chirp-free optical solitons in fiber Bragg gratings with Kudryashov’s model in presence of dispersive reflectivity.
[17] Y. Yıldırım, A. Biswas, P. Guggilla, S. Khan, H.M. Alshehri, M.R. Belic. Optical solitons in fibre Bragg gratings with third-and fourth-order dispersive reflectivities.
[18] S. Malik, S. Kumar, A. Biswas, M. Ekici, A. Dakova, A.K. Alzahrani, M.R. Belic. Optical solitons and bifurcation analysis in fiber Bragg gratings with Lie symmetry and Kudryashov’s approach.
[19] Y. Yıldırım, A. Biswas, S. Khan, P. Guggilla, A.K. Alzahrani, M.R. Belic. Optical solitons in fiber Bragg gratings with dispersive reflectivity by sine-Gordon equation approach.
[20] K.S. Al-Ghafri, M. Sankar, E.V. Krishnan, S. Khan, A. Biswas. Chirped gap solitons in fiber Bragg gratings with polynomial law of nonlinear refractive index.
[21] Y. Zhong, H. Triki, Q. Zhou. Analytical and numerical study of chirped optical solitons in a spatially inhomogeneous polynomial law fiber with parity-time symmetry potential..
[22] Q. Zhou, H. Triki, J. Xu, Z. Zeng, W. Liu, A. Biswas. Perturbation of chirped localized waves in a dual-power law nonlinear medium.
[23] Q. Zhou, Y. Zhong, H. Triki, Y. Sun, S. Xu, W. Liu, A. Biswas. Chirped bright and kink solitons in nonlinear optical fibers with weak nonlocality and cubic-quantic-septic nonlinearity.
[24] Q. Zhou. Influence of parameters of optical fibers on optical soliton interactions.
[25] Q. Zhou, Z. Huang, Y. Sun, H. Triki, W. Liu, A. Biswas. Collision dynamics of three-solitons in an optical communication system with third-order dispersion and nonlinearity.
[26] Y. Sun, Z. Hu, H. Triki, M. Mirzazadeh, W. Liu, A. Biswas, Q. Zhou. Analytical study of three-soliton interactions with different phases in nonlinear optics.
[27] Q. Zhou, Y. Sun, H. Triki, Y. Zhong, Z. Zeng, M. Mirzazadeh. Study on propagation properties of one-soliton in a multimode fiber with higher-order effects.
[28] N.A. Kudryashov. A generalized model for description of propagation pulses in optical fiber.
[29] A. Biswas, A. Sonmezoglu, M. Ekici, A.S. Alshomrani, M.R. Belic. Optical solitons with Kudryashov’s equation by F-expansion.
[30] A. Biswas, J. Vega-Guzmán, M. Ekici, Q. Zhou, H. Triki, A.S. Alshomrani, M.R. Belic. Optical solitons and conservation laws of Kudryashov’s equation using undetermined coefficients.
[31] S. Kumar, S. Malik, A. Biswas, Q. Zhou, L. Moraru, A. Alzahrani, M. Belic. Optical solitons with Kudryashov’s equation by Lie symmetry analysis.
[32] A.H. Arnous, A. Biswas, M. Ekici, A.K. Alzahrani, M.R. Belic. Optical solitons and conservation laws of Kudryashov’s equation with improved modified extended tanh-function.
[33] E.M. Zayed, M.E. Alngar. Optical soliton solutions for the generalized Kudryashov equation of propagation pulse in optical fiber with power nonlinearities by three integration algorithms.
[34] X. Hu, Z. Yin. A study of the pulse propagation with a generalized Kudryashov equation.
[35] S. Khuri, A.-M. Wazwaz. Optical solitons and traveling wave solutions to Kudryashov’s equation.
[36] S. Kumar, M. Niwas. Optical soliton solutions and dynamical behaviours of Kudryashov’s equation employing efficient integrating approach.
[37] N.A. Kudryashov, E.V. Antonova. Solitary waves of equation for propagation pulse with power nonlinearities.
[38] N.A. Kudryashov. Mathematical model of propagation pulse in optical fiber with power nonlinearities.
[39] N.A. Kudryashov. Optical solitons of mathematical model with arbitrary refractive index.
[40] E. Zayed, K. Alurrfi. New extended auxiliary equation method and its applications to nonlinear Schrödinger-type equations.
Get Citation
Copy Citation Text
Khalil S. Al-Ghafri, Mani Sankar, Edamana V. Krishnan, Anjan Biswas, Asim Asiri. Chirped gap solitons with Kudryashov’s law of self-phase modulation having dispersive reflectivity[J]. Journal of the European Optical Society-Rapid Publications, 2023, 19(2): 2023038
Category: Research Articles
Received: Aug. 14, 2023
Accepted: Sep. 12, 2023
Published Online: Dec. 23, 2023
The Author Email: Al-Ghafri Khalil S. (khalil.alghafri@utas.edu.om)