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== Summary ==
Space time plot of two colliding dissipative solitons in the cubic-quintic complex Ginzburg-Landau equation, generated by Dr. Hendrik U. Boedeker(June 2007).
 
The system used was
 
 
::<math> \partial_t q = (d_r+ i d_i) \Delta q + l_r q + (c_r + i
c_i)|q|^2 q + (q_r + i q_i) |q|^4 q.</math>
 
with parameters ''d<sub>r</sub>'' = 0.5, ''d<sub>i</sub>'' = 1.0, ''l<sub>r</sub>'' = -0.1, ''c<sub>r</sub>'' = 1.8,
''c<sub>i</sub>'' = 1.0, ''q<sub>r</sub>'' = -0.8, ''q<sub>i</sub>'' = -0.1, no-flux boundary conditions. The initial phase difference between the dissipative solitons is ''&pi;/4'', a finite element code was used for the simulation.
 
== Licensing ==
{{self|GFDL|cc-by-sa-2.5,2.0,1.0|migration=relicense}}
 
{{Copy to Wikimedia Commons|bot=Fbot|priority=true}}

Revision as of 22:34, 3 February 2014

Summary

Space time plot of two colliding dissipative solitons in the cubic-quintic complex Ginzburg-Landau equation, generated by Dr. Hendrik U. Boedeker(June 2007).

The system used was


tq=(dr+idi)Δq+lrq+(cr+ici)|q|2q+(qr+iqi)|q|4q.

with parameters dr = 0.5, di = 1.0, lr = -0.1, cr = 1.8, ci = 1.0, qr = -0.8, qi = -0.1, no-flux boundary conditions. The initial phase difference between the dissipative solitons is π/4, a finite element code was used for the simulation.

Licensing

Template:Self

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