How do I derive the critical temperature for bose condensation in two dimensions?
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There was this news a few days ago about NASA attempting to create the Coldest Spot in the Universe aboard ISS, to study further the properties of Bose-Einstein Condensate .
I can understand that at temperatures close to absolute zero, and in the absence of gravity, the wave nature of atoms will persist longer and thus provide for an opportunity to study the shared waveforms better. However, I feel a bit confused by the following conjecture in the article (assuming the source and contents to be reliable):
The atoms inside the box will be cooled to the point where the atoms change their behavior in ways that could give scientists an even finer understanding of matter, gravity, even dark matter and dark energy.
I can understand that at temperatures close to absolute zero, and in the absence of gravity, the wave nature of atoms will persist longer and thus provide for an opportunity to study the shared waveforms better. However, I feel a bit confused by the following conjecture in the article (assuming the source and contents to be reliable):
The atoms inside the box will be cooled to the point where the atoms change their behavior in ways that could give scientists an even finer understanding of matter, gravity, even dark matter and dark energy.
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