SOLITONS

作品数：498被引量：448H指数：9
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A variety of solitons on the oceans exposed by the Kadomtsev Petviashvili-modified equal width equation adopting different techniques
《Journal of Ocean Engineering and Science》2024年第6期566-577,共12页Md.Tarikul Islam Mst.Armina Akter Shahariar Ryehan J.F.Gómez-Aguilar Md.Ali Akbar 
The diverse patterns of waves on the oceans yielded by the Kadomtsev Petviashvili-modified equal width(KP-mEW)equation are highlighted in this paper.Two recent established approaches such as the im-proved auxiliary eq...
关键词：Improved auxiliary equation technique Enhanced rational(G'/G)-expansion method Nonlinear KP-mEW equation SOLITON Wave solutions 
New-fashioned solitons of coupled nonlinear Maccari systems describing the motion of solitary waves in fluid flow
《Journal of Ocean Engineering and Science》2024年第4期353-363,共11页Tarikul Islam Ali Akbar Hadi Rezazadeh Ahmet Bekir 
The Schrodinger equation type nonlinear coupled Maccari system is a significant equation that flourished with the wide-ranging arena concerning fluid flow and the theory of deep-water waves,physics of plasma,nonlinear...
关键词：Rational(G'/G)-expansion method Coupled nonlinear schrodinger equations SOLITON Improved tanh method Exact solutions 
Manakov model of coupled NLS equation and its optical soliton solutions被引量：1
《Journal of Ocean Engineering and Science》2024年第4期364-372,共9页Esra Unal Yilmaz Farid Samsami Khodad Yesim Saglam Ozkan Reza Abazari A.E.Abouelregal Mayssam Tarighi Shaayesteh Hadi Rezazadeh Hijaz Ahmad 
In the field of maritime transport,motion and energy,the dynamics of deep-sea waves is one of the major problems in ocean science.A mathematical modeling of dynamics of solitary waves in deep sea under the two-layer s...
关键词：Manakov model Extended auxiliary equation method Optical solutions SOLITONS 
On Lie symmetries and invariant solutions of Broer-Kaup-Kupershmidt equation in shallow water of uniform depth
《Journal of Ocean Engineering and Science》2024年第3期199-206,共8页Dig Vijay Tanwar Mukesh Kumar 
The dynamics of atmosphere and ocean can be examined under different circumstances of shallow water waves like shallow water gravity waves,Kelvin waves,Rossby waves and inertio-gravity waves.The influences of these wa...
关键词：BKK equation Lie symmetry method Invariance property Invariant solutions SOLITONS 
A novel approach to study generalized coupled cubic Schrödinger-Korteweg-de Vries equations
《Journal of Ocean Engineering and Science》2024年第1期13-24,共12页Lanre Akinyemi P.Veeresha M.T.Darvishi Hadi Rezazadeh Mehmet Senol Udoh Akpan 
The Kortewegde Vries(KdV)equation represents the propagation of long waves in dispersive media,whereas the cubic nonlinear Schrödinger(CNLS)equation depicts the dynamics of narrow-bandwidth wave packets consisting of ...
关键词：CNLS equation Modified Sardar sub-equation method KdV equation SOLITONS Long and short waves 
New solutions for four novel generalized nonlinear fractional fifth-order equations
《Journal of Ocean Engineering and Science》2024年第1期59-65,共7页Mehmet Senol Lanre Akinyemi Henrietta Nkansah Waleed Adel 
In this paper,new four fifth-order fractional nonlinear equations are derived and investigated.The frac-tional terms are defined in the conformable sense and these equations are then solved using two effective methods...
关键词：Conformable derivative Generalized Kudryashov method Sub-equation method Riccati equation SOLITONS 
On similarity solutions to (2+1)-dispersive long-wave equations
《Journal of Ocean Engineering and Science》2023年第2期111-123,共13页Raj Kumar Ravi Shankar Verma Atul Kumar Tiwari 
This work is devoted to get a new family of analytical solutions of the(2+1)-coupled dispersive long wave equations propagating in an infinitely long channel with constant depth,and can be observed in an open sea or i...
关键词：Dispersive long wave equations SOLITONS INVARIANTS Lie-group Similarity solutions 
Specific wave profiles and closed-form soliton solutions for generalized nonlinear wave equation in(3+1)-dimensions with gas bubbles in hydrodynamics and fluids
《Journal of Ocean Engineering and Science》2023年第1期91-102,共12页Sachin Kumar Ihsanullah Hamid M.A.Abdou 
the Institution of Emi-nence,University of Delhi,India,for providing financial assistance for this research through the IoE scheme under Faculty Research Programme(FRP)with Ref.No./IoE/2021/12/FRP.
Nonlinear evolution equations(NLEEs)are frequently employed to determine the fundamental principles of natural phenomena.Nonlinear equations are studied extensively in nonlinear sciences,ocean physics,fluid dynamics,p...
关键词：Closed-form solutions Dynamical wave patterns Analytic solutions Nonlinear wave equation GERF Method Solitary waves SOLITONS 
Multiple-solitons for generalized(2+1)-dimensional conformable Korteweg-de Vries-Kadomtsev-Petviashvili equation被引量：1
《Journal of Ocean Engineering and Science》2022年第6期536-542,共7页Lanre Akinyemi Mehmet Senol Orkun Tasbozan Ali Kurt 
This paper studied new class of integral equation called the Korteweg-de Vries-Kadomtsev-Petviashvili(KdV-KP)equation.This equation consist of the well-known fifth-order KdV equation in the context of the Kadomtsev-Pe...
关键词：Conformable derivative Sub-equation method KdV-KP equations Multiple-soliton solutions 
On the dynamics of nonlinear propagation and interaction of the modified KP solitons in multicomponent complex plasmas
《Journal of Ocean Engineering and Science》2022年第6期555-564,共10页Muhammad Shohaib W.Masood R.Jahangir M.Siddiq Sadah A.Alkhateeb S.A.El-Tantawy 
Dust-acoustic waves(DAWs)are analyzed in the small amplitude limit in a collisionless unmagnetized dusty plasma whose constituents are inertial dust grains,massless ions expressed by the generalized(r,q)distribution a...
关键词：Non-Maxwellian complex plasmas Dust-acoustic solitary waves Hirota bilinear method Modified Kadomtsev-Petviashvili equation Solitons interaction 
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