WATER_WAVE

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A unique computational investigation of the exact traveling wave solutions for the fractional-order Kaup-Boussinesq and generalized Hirota Satsuma coupled KdV systems arising from water waves and interaction of long waves
《Journal of Ocean Engineering and Science》2024年第5期437-453,共17页Xiaofeng Wang Xiao-Guang Yue Mohammed K.A.Kaabar Arzu Akbulut Melike Kaplan 
A novel technique,named auxiliary equation method,is applied in this research work for obtaining new traveling wave solutions for two interesting proposed systems:the Kaup-Boussinesq system and generalized Hirota-Sats...
关键词:Symbolic computation Fractional differential equations Beta derivative Auxiliary equation method Solitary solutions Nonlinear equations 
Specific wave structures of a fifth-order nonlinear water wave equation
《Journal of Ocean Engineering and Science》2022年第5期462-466,共5页K.Hosseini M.Mirzazadeh S.Salahshour D.Baleanu A.Zafar 
Investigated in the present paper is a fifth-order nonlinear evolution(FONLE)equation,known as a nonlinear water wave(NLWW)equation,with applications in the applied sciences.More precisely,a traveling wave hypothesis ...
关键词:Nonlinear water wave equation Traveling wave hypothesis Kudryashov methods W-shaped and other solitons Dynamical features 
Investigation of adequate closed form travelling wave solution to the space-time fractional non-linear evolution equations被引量:1
《Journal of Ocean Engineering and Science》2022年第3期292-303,共12页Mohammad Asif Arefin M.Ayesha Khatun M.Hafiz Uddin Mustafa Inc 
This work aims to construct exact solutions for the space-time fractional(2+1)-dimensional dispersive longwave(DLW)equation and approximate long water wave equation(ALW)utilizing the twovariable(G′/G,1/G)-expansion m...
关键词:Riemann-Liouville fractional derivative Space-time fractional(2+1)-dimensional dispersive long wave equation Approximate long water wave equation Wave transformation The two-variable(G′/G 1/G)-expansion method 
Scattering of water waves by a wave energy device consisting of a pair of co-axial cylinders in a uniform water having finite channel width被引量:1
《Journal of Ocean Engineering and Science》2021年第3期276-284,共9页P.Borah M.Hassan 
the Department of Science and Technol-ogy,SERB,[grant number:SERB(YSS/14/000884)]。
We consider a device which consists of a floating structure over a cylindrical plate placed at a finite height from the impermeable ocean floor.This paper developes the interaction of linear water waves with such a de...
关键词:Water waves Exciting force Channel multipoles Channel width Wavenumber 2000 MSC 76B07 76B15. 
Propagation of oblique water waves by an asymmetric trench in the presence of surface tension
《Journal of Ocean Engineering and Science》2021年第2期206-214,共9页Anjan Sasmal Soumen De 
Higher Education,Science and Tech-nology and Bio-Technology,Government of West Bengal Memo no:14(Sanc.)/ST/P/S&T/16G-38/2017.
An analysis is presented for the propagation of oblique water waves passing through an asymmetric submarine trench in presence of surface tension at the free surface.Reflection and transmission coefficients are evalua...
关键词:Water wave scattering Surface tension Asymmetric trench Gegenbauer polynomial of order 1/6 Galerkin approximation Reflection and transmission coefficients 
Scattering of water waves by thick rectangular barriers in presence of ice cover
《Journal of Ocean Engineering and Science》2020年第3期279-293,共15页Anushree Samanta Rumpa Chakraborty 
This work is supported by DST through the INSPIRE fellowship to AS.(IF170841).
Assuming linear theory,the two dimensional problem of water wave scattering past thick rectangular barrier in presence of thin ice cover,is investigated here.Mainly four types of thick barriers are considered here and...
关键词:Rectangular thick barrier Ice cover Water wave scattering Multi term Galerkin approximation technique Reflection and transmission coefficients 
Analytic solutions of the generalized water wave dynamical equations based on time-space symmetric differential operator被引量:2
《Journal of Ocean Engineering and Science》2020年第2期186-195,共10页Rabha W.Ibrahim Chandrashekhar Meshram Samir B.Hadid Shaher Momani 
The work here is supported by the University Ajman grant:2019-IRG-HBS-11.
It is well known that there is a deep connection between the symmetric and traveling wave solutions.It has been shown that all symmetric waves are traveling waves.In this paper,we establish new analytic solution colle...
关键词:Analytic solution Conformable calculus Fractional calculus Water wave equations Majorization Subordination and superordination 
Invariant subspaces,exact solutions and stability analysis of nonlinear water wave equations被引量:7
《Journal of Ocean Engineering and Science》2020年第1期35-40,共6页K.Hosseini M.Inc M.Shafiee M.Ilie A.Shafaroody A.Yusuf M.Bayram 
The key purpose of the present research is to derive the exact solutions of nonlinear water wave equations(NLWWEs)in oceans through the invariant subspace scheme(ISS).In this respect,the NLWWEs which describe specific...
关键词:Nonlinear water wave equations Invariant subspace scheme Exact solutions Stability analysis. 
Measurement and validation of tsunami Eigen values for the various water wave conditions被引量:1
《Journal of Ocean Engineering and Science》2020年第1期41-54,共14页Sudhir Kumar Chaturvedi Ugur Guven Pankaj Kumar Srivastava 
This paper proposes the mathematical model to investigate how to compute and analyze the tsunami wave parameters and the retrieval of its early warning using remote sensing technique to improve the detection rate.The ...
关键词:Tsunami Eigen functions MONITORING Detection. 
Wave radiation by a horizontal circular cylinder submerged in deep water with ice-cover被引量:1
《Journal of Ocean Engineering and Science》2019年第1期49-54,共6页Dilip Das Manomita Sahu 
Using the multipoles method,we formulate the problems of water wave radiation(both heave and surge)by a submerged circular cylinder in water with an ice-cover,the ice-cover being modelled as an elastic plate of very s...
关键词:Water wave radiation Submerged circular cylinder ICE-COVER Added mass and damping coefficient. 
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