Consider a macroscopic Bose-Einstein condensate. Are there experimental results regarding the propagation (in space and time) of the collapse of this state caused by a point-like perturbation?
Perturbing (e.g. heating) the condensate locally for a longer time may collapse the state globally - but not instantaneously; how does the collapse propagate?
Probably you can calculate it using the Ginzburg-Landau equation. Suppose that Abrikosov and other russians have considered this as it seems to be similar to problems involving e.g. magnetic flux tubes.
I am new to XPS Data analysis, and I have a .sle file that I got out of XPS Machine Software, and I am using CasaXPS to analyse the data. This software takes only .vms files. I want to convert the .sle to a .vms file for analysis. How or where can I do this? Any help on this will be deeply appreciated.