1 / 15

Precision α Measurement: Atom Recoil Method Review

Precision α Measurement: Atom Recoil Method Review. Victor Acosta Physics 250: Atomic Physics Prof. Dima Budker. Motivation. α shows up all over in EM calcs Methods using g-2 involve lengthy QED equations which undergo frequent revision Working Toward an Electronic Kilogram….

finian
Download Presentation

Precision α Measurement: Atom Recoil Method Review

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Precision α Measurement: Atom Recoil Method Review Victor Acosta Physics 250: Atomic Physics Prof. Dima Budker

  2. Motivation • α shows up all over in EM calcs • Methods using g-2 involve lengthy QED equations which undergo frequent revision • Working Toward an Electronic Kilogram…

  3. Electronic Kg • Balance Gravity Force with EMF • Find value for h, Planck’s Constant • Deduce me from:

  4. Physical Constant Uncertainties:

  5. Determining α • Measuring R∞: • Compare transition frequencies in Hydrogen using frequency chain or comb. • de Beauvoir et. al. Eur Phys J D 2000, Udem et. al. 1997 • Measuring mp/me and MAtom/mp

  6. Penning Trap • Hans Dehmelt, Nobel Prize 1989 Sub ppb UC for most mass ratios

  7. Atom Recoil ~10 kHz So for ppb UC, we need μHz sensitivity!

  8. Chu: Atom Interferometer • Use 4 π/2 Raman pulses • Creates 2 Atom Interferometers • Sensitivity Limited by Phase number of photon Recoils…

  9. Chu’s Clever Trick Adding N (here N=2) π-pulses allows for N times greater recoil shift.

  10. Results • 7.7 ppb UC • Problems • Recoil Efficiency = 94% • Allows other Zeeman sublevels to be populated • Nrecoil<60

  11. Clade: Bloch Oscillations in Optical Lattice • Laser Cooling in a MOT down to 3 mK, • As in Chu expt, there is a π pulse pumping atoms of particular velocity class into F=1, • Force N Bloch Oscillations using Optical Lattice to build up atom recoil momentum • Another π pulse tuned to F=1 -> F'=2 to measure final velocity via TOF.

  12. Bloch Oscillations: Tilted Lattice • Marble would fall (classically), but atom-waves oscillate! • Periodicity of Bloch solutions requires the oscillations

  13. Creating the Constant Force • Could use gravity or E-field • These are undesirable • Solution: Sweep the frequency of one of the lasers in the Standing Wave! • Wave only “stands” in accelerated reference frame • Think of nodes/antinodes moving accelerating down the line as the frequency is swept

  14. Apparatus

  15. Results • 6.7 ppb (Chu 7.7 ppb) • g-2 record is 3.9 ppb, Gabrielse et. al. • Recoil Efficiency: 99.7% (Chu 94%) • Nrecoil ~ 900 (Chu 60)

More Related