DYNAMICS OF SHALLOW WATER WAVES WITH BOUSSINESQ EQUATION

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JAWAD A.J.M.; PETKOVIC M.D.; LAKETA P.; BISWAS A.

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Paper Information

Journal: SCIENTIA IRANICA Year:2013 | Volume:20 | Issue:1 (TRANSACTIONS B: MECHANICAL ENGINEERING) Page(s): 179-184

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Information Journal Paper

Title

DYNAMICS OF SHALLOW WATER WAVES WITH BOUSSINESQ EQUATION

Author(s)

JAWAD A.J.M. | PETKOVIC M.D. | LAKETA P. | BISWAS A. | Issue Writer Certificate

Keywords

NONLINEAR PDES

EXACT SOLUTIONS

TANH METHOD

BOUSSINESQ EQUATIONS

1-SOLITON SOLUTION.

Abstract

This paper obtains the solitary wave solutions of two different forms of Boussinesq equations that model the study of shallow water waves in lakes and ocean beaches. The tanh method is applied to solve the governing equations. The travelling wave hypothesis is also utilized to solve the generalized case of coupled Boussinesq equations, and, thus, an exact 1-soliton solution is obtained. The results are also supported by numerical simulations.

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APA: Copy

JAWAD, A.J.M., PETKOVIC, M.D., LAKETA, P., & BISWAS, A.. (2013). DYNAMICS OF SHALLOW WATER WAVES WITH BOUSSINESQ EQUATION. SCIENTIA IRANICA, 20(1 (TRANSACTIONS B: MECHANICAL ENGINEERING)), 179-184. SID. https://sid.ir/paper/290118/en

Vancouver: Copy

JAWAD A.J.M., PETKOVIC M.D., LAKETA P., BISWAS A.. DYNAMICS OF SHALLOW WATER WAVES WITH BOUSSINESQ EQUATION. SCIENTIA IRANICA[Internet]. 2013;20(1 (TRANSACTIONS B: MECHANICAL ENGINEERING)):179-184. Available from: https://sid.ir/paper/290118/en

IEEE: Copy

A.J.M. JAWAD, M.D. PETKOVIC, P. LAKETA, and A. BISWAS, “DYNAMICS OF SHALLOW WATER WAVES WITH BOUSSINESQ EQUATION,” SCIENTIA IRANICA, vol. 20, no. 1 (TRANSACTIONS B: MECHANICAL ENGINEERING), pp. 179–184, 2013, [Online]. Available: https://sid.ir/paper/290118/en

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