Rogue wave dynamics in barotropic relaxing media |
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| Authors: | Serge Paulin T Mukam " target="_blank">Abbagari Souleymanou " target="_blank">Victor K Kuetche " target="_blank">Thomas B Bouetou |
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| Institution: | 1.National Advanced School of Engineering,University of Yaounde I,Yaounde,Cameroon;2.Laboratory of Mechanics, Materials and Structures, Department of Physics,University of Yaounde I,Yaounde,Cameroon;3.Centre d’Excellence en Technologies de l’Information et de la Communication (CETIC),University of Yaounde I,Yaounde,Cameroon;4.Department of Basic Science, Faculty of Mines, Law and Humanities, Faculty of Mines and Petroleum Industries,University of Maroua,Maroua,Cameroon;5.The Abdus Salam International Centre for Theoretical Physics,Trieste,Italy |
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| Abstract: | In this work, we deal with a nonlinear wave equation, namely the Vakhnenko equation, which models the propagation of nonlinear wave in the barotropic relaxing media. Based on the homoclinic breather limit method, we seek rogue wave solution to the above equation. The results show that rogue wave or giant wave can exist in such a medium. |
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