Stavros Komineas  Nikos Papanicolaou 
Cavendish Laboratory  University of Crete and 
University of Cambridge, U.K.  Research Center of Crete (FORTH), Greece 
We consider solitary waves in a BEC confined through a harmonic
potential in the cylindrical geometry
of the figure. If the cylinder is infinitely elongated
in the z direction they have the form: 
The cylindrical geometry 
In the files given below each line contains the coordinates and the wave function in the following order: , . 
Coupling constant
We have three sequences of solitary waves shown on the energymomentum (EQ) dispersion. 
Sequence I (1) v=1.0 (2) v=0.6 (3) v=0.0 (4) v=0.8 Sequence II Obtained from sequence I through the relation Sequence III (1) v=0.4 (2) v=0.0 (3) v=0.4 
