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Diapositive 1

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Peter Wolf1,2, Pierre Lemonde1, Astrid Lambrecht3, S bastien Bize1, ... 2-Bureau International des Poids et Mesures. 3-LKB, Universit Pierre et Marie Curie (Paris 6) ... – PowerPoint PPT presentation

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Title: Diapositive 1


1
Measuring Forces in the Casimir Regime Using Cold
Atoms in an Optical Lattice
Peter Wolf1,2, Pierre Lemonde1, Astrid
Lambrecht3, Sébastien Bize1, Arnaud Landragin1,
André Clairon1 1- SYRTE , Observatoire de
Paris 2-Bureau International des Poids et
Mesures 3-LKB, Université Pierre et Marie Curie
(Paris 6) Les Houches, June 2005
2
Contents
  • A clock using neutral Sr atoms trapped in a
    periodic potential (optical lattice).
  • Using gravity Wannier-Stark ladder and states.
  • The Sr clock.
  • An atomic interferometer in a Wannier-Stark
    ladder.
  • Measuring the atom-surface interaction
    potential.
  • The QED interaction (VdW, Casimir-Polder, ).
  • Search for new interactions.
  • Controlling the QED interaction.
  • Perturbations.
  • Conclusion

3
Sr optical lattice clock
Katori, Proc. 6th Symp. Freq. Standards and
Metrology (2002). Palchikov, et al., J. Opt. B.
5 (2003) S131. Katori et al. PRL 91, 173005
(2003). Courtillot et al., PRA 68, 030501(R),
(2003). Takamoto et al., Nature 435, 321, (2005).
Clock transition 1S0-3P0 transition
Combine advantages of single trapped ion and free
fall neutral atoms optical standards
Potential accuracy mHz (df / f 10-17-10-18)
?
4
Using gravity Wannier-Stark ladder
P. Lemonde, P. Wolf, arXivphysics/0504080
  • Lattice clocks use a 1D periodic potential, with
    confinement in transverse direction by the
    Gaussian profile of the laser.
  • Energy bands ? frequency shifts and line
    broadening
  • ? requires high laser intensity ( 100
    Er).
  • Resonance broken by gravity Wannier-Stark (W-S)
    ladder of localised metastable states (1010 s
    lifetime).
  • Required clock performance reached at low
    intensities (? 5 Er).

5
The Sr clock
Ti Saph Laser _at_ 813 nm 650 mW available
Probe beam _at_ 698 nm
6
Climbing up or down the W-S ladder
  • W-S localised in a given well with small
    rebounds in neighbouring wells.
  • Probe laser couples ggt to egt in the same well,
    but also to neighbouring wells when detuned by
    ?Dg.
  • At a few Er the coupling strengths W0 W?1.
  • Dg 900 Hz is well resolved by laser
  • ? Very efficient control of the external states
    using the frequency of the probe laser.

7
Climbing up and down the interferometer
egt
ggt
  • Coherent superposition of internal states by p/2
    pulse on resonance.
  • Spatially separate and recombine atoms by a
    series of p pulses detuned by 0, ?Dg.
  • Cumulated phase difference determines final
    internal state (interference fringes).
  • Sensitivity with Df 10-4 rad (after
    integration), T 0.1 s, ? DE / h 10-4 Hz.
  • Measurement of g and m/h at the 10-8 10-9
    level (separating by 10 100 wells).
  • Superposition close to a mirror of the cavity
    allows a sensitive measurement of the potential
    difference between the two wells (QED, new
    interactions).
  • Accurate measurement of the potential (rather
    than mechanical force).
  • Accurate knowledge of the distance (determined
    by ltrap).
  • How do you populate only one well initially ??

8
Atom surface QED interaction
  • Atom surface interaction dominated by QED
    potential (VdW, CP, ).
  • Orders of magnitude (for Sr in 813 nm trap)
  • Well no. 1 2 3 4 5 25
  • Distance / nm 203 610 1016 1423 1829 10366
  • C-P / Hz (105) 103 100 40 10 10-2
  • Effect of trapping laser is negligible (A.
    Lambrecht).
  • More accurate calculations of QED interaction
    under way.
  • Use it to select atoms in a particular well
    close to the surface
  • 1. Pulse detuned by QED potential ? transfer
    only one well to egt.
  • 2. Pusher laser beam to eliminate all other
    atoms.
  • Works with all other field gradients that induce
    a spatial variation of the W-S ladder.
  • 10-4 Hz uncertainty ? potentially a 10-7 QED
    measurement (but distance at 10-7 ??).
  • Allows some variation of the distance (choice of
    well).

9
Controlling the Atom surface QED interaction
  • - Searching for new interactions requires
    control of the QED potential, ideally at or below
    the 10-4 Hz level
  • Calculate and correct (possible at about the
    level).
  • Place the atoms sufficiently far from the surface
    (QED lt 10-2 Hz).
  • Transparent (at the dominant atomic frequencies)
    source mass at variable distance.
  • Differential measurement between several
    isotopes.
  • Mirror with narrow band reflectivity.
  • Casimir shield source masses of variable
    density.
  • 1. 2. is easiest (experimentally) and fairly
    efficient.
  • 3. reduces QED by 10-2 and allows a continuous
    variation of the atom-surface distance.
  • 4. reduces the signal by 10-2 but potential
    reduction of QED
  • by 10-5 to 10-6.
  • Probably 1. 2. at first (explore l 10 mm) .
  • In a second step 1. 4. 5. (explore l 0.2 to
    10 mm).

10
Other perturbations
Phase coherence of the probe laser (10-4 rad) -
Raman pulses using hyperfine states (Rb, Cs). -
2nd atomic cloud far from the surface (Sr,
Yb). - Bragg pulses (study in progress.). Light
shifts (5 Er) - magic wavelength (Sr, Yb). -
control intensity to 10-4 (Rb, Cs). Collisions (r
1012 at/cm3) - bosonic isotopes (Sr, Yb). -
fermionic isotopes ? polarise (87Sr, 171Yb,
173Yb). - use hyperfine states (Cs,
Rb). Vibrations Isolation ? dg/g ? 10-8 _at_ 0.1 s
? O.K. even for large separations (10
mm). Knowledge of mg/h ? 10-8 ? O.K. Knowledge
of atom surface separation - trapping laser ?
dltrap / ltrap ltlt 10-7. - wave fronts ? ? 10-4
ltrap (limiting for QED, O.K. for new
interactions). - interferometer ? nm. - surface
roughness etc. ? ??? note - less
problematic at large separation (10 nm).
- cancellation between isotopes. Others ???
11
Conclusion
QED measurement - probably limited by
knowledge of atom-surface separation. -
10-4 measurement seems feasible. - test
dependence on distance and state (1S0, 3P0, HF,
).
  • New interactions
  • - assuming Sr with ltrap 813 nm.
  • 4 to 5 orders of magnitude improvement.
  • 2 stage experiment.
  • General
  • no perfect atom. Yb and Rb most promising.
  • original and radically different from all
    previous experiments in this field.
  • other interferometer configurations are
    possible.
  • many knobs to turn (Ptrap, ltrap, r, d, ).
  • well supported by existing technology and
    know-how in atomic physics and metrology.
  • very recent idea (see also Dimopoulos, PRD 68,
    124021) ? might still have a catch.
  • ambitious project (cf. Sr clock ? 4 yrs).


1. 4. 5
1. 2.
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