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Dynamic behaviors of the breather solutions for the AB system in fluid mechanics

Author:
Rui Guo   Hui-Qin Hao   Ling-Ling Zhang  


Journal:
Nonlinear Dynamics


Issue Date:
2013


Abstract(summary):

Under investigation in this paper is the AB system, which describes marginally unstable baroclinic wave packets in geophysical fluids. Through symbolic computation, Lax pair and conservation laws are derived and the Darboux transformation is constructed for this system. Furthermore, three types of breathers on the continuous wave (cw) background are generated via the obtained Darboux transformation. The following contents are mainly discussed by figures plotted: (1) Modulation instability processes of the Akhmediev breathers in the presence of small perturbations; (2) Propagations characteristics of Ma solitons; (3) Dynamic features of the breathers evolving periodically along the straight line with a certain angle of z-axis and t-axis.


Page:
701-709


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