|
Atom
Optics research
Our main area of interest is in
the area of Bose-Einstein condensation, which won the Nobel Prize in Physics for 2001. For
a beginners introduction to the area, see the excellent interactive
website at Physics
2000.
We currently have several active research projects in both
experiment
and theory in the atom optics group, and these are described in brief
detail
below.
(1) Bose-Einstein condensation on an atom chip.
Our experiment creates and manipulate Bose-Einstein condensates (BECs)
in magnetic traps formed above current carrying wires on an atom
chip. We have developed a new type of atom chip, details of which
can be found here.
(2) Generating quantum correlations in cold atoms.
Much experimental work on BEC to date has generally treated the
condensate as a coherent state with a (macroscopic) amplitude and
phase. However, recently there has been an explosion of interest
in atomic correlations in Bose and Fermi gases. One of our main
aims is to generate and measure novel correlations, the requirements
for which lead to the following project:
(3) Single atom resolution detection of cold atoms.
A condensate is comprised of individual atoms which in principle may be
counted with arbitrary precision. We are following two paths
towards
atom counters which will be able to achieve this task. The first
relies
on photionising atoms with a sequence of laser pulses and counting the
ions
produced. The second will involve bringing the condensate into a
high
finesse optical cavity which we plan to integrate onto future atom
chips.
This will allow us to study quantum statistics of BEC and will be
useful
for future experiments on preparing number squeezed states from a BEC.
(4) Nonlinear dynamics and quantum chaos.
Ultra-cold atoms are well suited to studies of the transitions from
classical to quantum dynamics in Hamiltonian systems, and how chaos
manifests itself in quantum mechanics. Using trap potentials
achievable on an atom
chip we are investigating regimes in which we can observe the
transition
from classical to quantum dynamics and dynamical tunnelling in
a single well.
|