Title 



General soliton solutions of an ndimensional complex GinzburgLandau equation


Author 





Abstract 



Applying the function transformation method, an ndimensional complex GinzburgLandau equation is transformed to a sineGordon equation, sinhGordon equation and other equations, which depends only on one function, zeta; and can be solved. The general solution of the equations in I leads to a general soliton solution of an ndimensional complex GinzburgLandau equation. It contains some interesting specific solutions such as the N multiple solitons, the propagational breathers and the quadric solitons.  

Language 



English


Source (journal) 



Physica scripta: supplements.  Stockholm 

Publication 



Stockholm : 2000


ISSN 



02811847


Volume/pages 



62:5(2000), p. 353357


ISI 



000165374900001


Full text (Publishers DOI) 


 

Full text (publishers version  intranet only) 


 
