Speaker
David Tyler
(McMaster University)
Description
We consider a one-dimensional flowing Bose-Einstein condensate (BEC). We numerically model the mean-field wave function of this system, and compare our results to an analytical solution derived using the hydrodynamic approximation. We find that a sonic event horizon forms in the BEC, where in one region the flow of the condensate exceeds the speed of sound in the BEC, while across a boundary the opposite holds. We further introduce wave packets into the BEC to investigate their time evolution.
Keyword-1 | Bose-Einstein condensate |
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Keyword-2 | Sonic event horizon |
Authors
David Tyler
(McMaster University)
Dr
Duncan O'Dell
(McMaster University)