Abstract:In this article we report on the use of degenerate-Raman-sideband cooling for the collimation of a continuous beam of cold cesium atoms in a fountain geometry. Thanks to this powerful cooling technique we have reduced the atomic beam transverse temperature from 60 K to 1.6 K in a few milliseconds. The longitudinal temperature of 80 K is not modified. The flux density, measured after a parabolic flight of 0.57 s, has been increased by a factor of 4 to approximately 10 7 at. s −1 cm −2 and we have identified a S… Show more
“…This scheme has been tested successfully with FOCS-X to form the pre-cooling lattice "A" described shortly below. Other schemes studied with the same apparatus including grey molasses on the 32 component [21] and Zeemaninduced degenerate Raman sideband cooling (ZIDRSC) [19], [23]. We also demonstrated the use of 2D magneticallyinduced laser cooling as a means to compensate transverse magnetic fields in situ [24].…”
Section: Collimation Of the Atomic Beammentioning
confidence: 79%
“…To achieve this, more atoms are launched to begin with thanks to a slow beam pre-source that loads the optical molasses [17], [18]. In addition, improved collimation based on optical lattices [19], [20], [21] means more atoms reach the detection zone after microwave interrogation. The design of FOCS-2 was inspired by experience acquired with FOCS-1 as well as input from auxiliary measurements performed on an experimental fountain dubbed FOCS-X that demonstrated an achievable gain in flux of at least 40.…”
“…This scheme has been tested successfully with FOCS-X to form the pre-cooling lattice "A" described shortly below. Other schemes studied with the same apparatus including grey molasses on the 32 component [21] and Zeemaninduced degenerate Raman sideband cooling (ZIDRSC) [19], [23]. We also demonstrated the use of 2D magneticallyinduced laser cooling as a means to compensate transverse magnetic fields in situ [24].…”
Section: Collimation Of the Atomic Beammentioning
confidence: 79%
“…To achieve this, more atoms are launched to begin with thanks to a slow beam pre-source that loads the optical molasses [17], [18]. In addition, improved collimation based on optical lattices [19], [20], [21] means more atoms reach the detection zone after microwave interrogation. The design of FOCS-2 was inspired by experience acquired with FOCS-1 as well as input from auxiliary measurements performed on an experimental fountain dubbed FOCS-X that demonstrated an achievable gain in flux of at least 40.…”
“…In Observatoire Cantonal de Neuchâtel, the laser heads shown on figure 1 are employed for studying the basic interaction between atoms and photons, and in particular the effects of AC Stark shift [17], laser recoil induced resonances [18], Sisyphus, adiabatic and degenerate Raman sideband transverse laser cooling of cold atomic beams [19], etc.…”
Section: Basic Research and Precision Laser Spectroscopymentioning
We describe our investigations on tuneable, narrowband and frequency stabilised laser heads. The work is motivated by the potentials of highly stable and narrowband laser light sources for a variety of technical and scientific applications and in particular for atomic clocks and high resolution space instruments.
“…We used the procedure developped in Ref. [25] to obtain the [26]. Cold atoms are trapped in the potential wells of an optical lattice, their motion is quantized, and n is the vibrational quantum number.…”
Section: A What Limits State Preparation Puritymentioning
confidence: 99%
“…In Ref. [25], we showed that it is possible to adapt this scheme to a continuous beam of cold atoms. However, the resulting quantum state |F = 3, m = 3 is not useful for an atomic clock and thus we would need to replace in this sideband cooling scheme the Zeeman shift by a Stark shift to accumulate all the atoms in |F = 3, m = 0 as proposed in Ref.…”
We use two-laser optical pumping on a continuous atomic fountain in order to prepare cold cesium atoms in the same quantum ground state. A first laser excites the F = 4 ground state to pump the atoms toward F = 3 while a second π-polarized laser excites the F = 3 → F = 3 transition of the D2 line to produce Zeeman pumping toward m = 0. To avoid trap states, we implement the first laser in a 2D optical lattice geometry, thereby creating polarization gradients. This configuration has the advantage of simultaneously producing Sisyphus cooling when the optical lattice laser is tuned between the F = 4 → F = 4 and F = 4 → F = 5 transitions of the D2 line, which is important to remove the heat produced by optical pumping. Detuning the frequency of the second π-polarized laser reveals the action of a new mechanism improving both laser cooling and state preparation efficiency. A physical interpretation of this mechanism is discussed.
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