From: scerir (email@example.com)
Date: Sat Jan 05 2002 - 01:11:54 MST
Implosion and explosion of a Bose-Einstein condensate "Bosenova"
In a Bose-Einstein condensate, virtually all the atoms in the ultra-cold
gas fall into the lowest-energy quantum mechanical state.
Spread out in space, they become superimposed on one another,
each indistinguishable from the other, creating what has been called
a "superatom." In quantum-dynamic terms, the same "wave function"
describes them all.
By making a Bose-Einstein condensate in a particular isotope
-- rubidium-85 -- and then changing the magnetic field in which the
BEC is sitting, researchers can adjust the wavefunction's self-interaction
between repulsion and attraction. If the self-interaction is repulsive,
all the parts of the wavefunction push each other away. If it is attractive,
they all pull towards each other, like gravity. Achieving a pure BEC
in rubidium-85 required the cloud of atoms to be cooled to about
3 billionths of a degree above absolute zero, the lowest temperature
Making the self-interaction mildly repulsive causes the condensate
to swell up in a controlled manner, as predicted by theory. However,
when the magnetic field is adjusted to make the interaction attractive,
dramatic and very unexpected effects are observed.
The condensate first shrinks as expected, but rather than gradually
clumping together in a mass, there is instead a sudden explosion of
atoms outward. This "explosion," which actually corresponds to a tiny
amount of energy by normal standards, continues for a few thousandths
of a second. Left behind is a small cold remnant condensate surrounded
by the expanding gas of the explosion. About half the original atoms in the
condensate seem to have vanished in that they are not seen in either
the remnant or the expanding gas cloud.
Since the phenomenon looks very much like a tiny supernova, or exploding
star, the JILA team dubbed it a "Bosenova." The most surprising thing about
the Bosenova is that the fundamental physical process behind the explosion
is still a mystery.
(with animations, etc.)
[The `'collapse' phenomenon in a (non-ideal) BEC with attractive
forces is nonlinear, and nonperturbative. However, approximations
(Gross-Pitaevskii eq.) coupled with numerical analysis
techniques give some qualitative explication of what is going on]
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