Biruni University Institutional Repository
DSpace@Biruni digitally stores academic resources such as books, articles, dissertations, bulletins, reports, research data published directly or indirectly by Biruni University University in international standarts, helps track the academic performance of the university, provides long term preservation for resources and makes publications available to Open Access in accordance with their copyright to increase the effect of publications.
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On solitary wave solutions for the extended nonlinear Schrödinger equation via the modifed F‑expansion method
(Springer, 2023)Abstract Because the importance of the optical wave propagation in fibers, we seek for the optical travelling wave solutions and effect of the third-order dispersion parameter for the extended nonlinear Schrodinger equation ... -
Quescent Optical Solitons For The Dispersive Concatenation Model With Kerr Law Nonlinearity Having Nonlinear Chromatic Dispersion
(Inst Physical Optics, 2024)Abstract The current work obtains the quiescent optical solitons to the dispersive concatenation model that is considered with the Kerr law of nonlinear refractive index and nonlinear chromatic dispersion. Two integration ... -
Highly Dispersive Solitons In Optical Couplers With Metamaterials Having Kerr Law Of Nonlinear Refractive Index
(Inst Physical Optics, 2024)Abstract. The present paper derives highly dispersive soliton solutions in a coupler from optical metamaterials with Kerr law of nonlinear refractive index. In nonlinear optics and photonics, these wave packets possess ... -
Highly Dispersive Gap Solitons In Optical Fibers With Dispersive Reflectivity Having Parabolic-Nonlocal Nonlinearity
(Inst Physical Optics, 2024)Abstract The current paper studies gap solitons with parabolic-nonlocal form of self-phase modulation. The soliton solutions for this model are revealed with the successful application of the extended auxiliary equation ... -
Optical Solitons For The Concatenation Model With Kerr Law Nonlinearity By Lie Symmetry
(Inst Physical Optics, 2024)Abstract. This paper employs the Lie symmetry analysis to integrate the concatenation model studied with the Kerr law of self-phase modulation. The reduced ordinary differential equation is integrated using two approaches, ... -
Is palatal rugae a specific marker of dysmorphogenesis in patients with schizophrenia?
(Elsevİer Espana Slu, 2024)Abstract Background and Objectives: Supporting the neurodevelopmental model of schizophrenia, minor physical anomalies (MPAs) are markers of abnormalities in early fetal development. The mouth seems to be a common region ... -
Biofeedback sensor vs. physiotherapist feedback during core stabilization training in patients with chronic nonspecific low back pain
(Springer, 2023)52 of 405 Biofeedback Sensor vs. Physiotherapist Feedback During Core Stabilization Training in Patients with Chronic Nonspecific Low Back Pain By Yeldan, I (Yeldan, Ipek) [1] ; Canan, GD (Canan, Gulvin Dilan) [2] ; ... -
Discovering optical soliton solutions in the Biswas-Milovic equation through five innovative approaches
(Elsevier, 2023)stract Purpose: In recent years, depending on the development of models containing highly dispersive nonlinear equations, especially in the field of nonlinear optics, it has been important to obtain the solutions of these ... -
On solitary wave solutions for the extended nonlinear Schrodinger equation via the modified F-expansion method
(Springer, 2023)Abstract Because the importance of the optical wave propagation in fibers, we seek for the optical travelling wave solutions and effect of the third-order dispersion parameter for the extended nonlinear Schrodinger equation ... -
Resonant NLSE in the presence of spatio-temporal and intermodal dispersion is dominated by a myriad of nonlinearities
(IOP Publishing Ltd, 2023)Abstract This article is dedicated to investigating a myriad of nonlinear forms of the resonant nonlinear Schrodinger equation, which is one of the essential examples of evolution equations, and providing some observations. ...