1 / 31

2 new very accurate determinations of the s-wave scattering length in metastable helium

2 new very accurate determinations of the s-wave scattering length in metastable helium. Steven Moal, Maximilien Portier, Julien Dugué, Christian Buggle, Nassim Zahzam, Michèle Leduc, Claude Cohen-Tannoudji. séminaire Atomes-froids vendredi 28 octobre 2005. Study with 1 photon :

suchi
Télécharger la présentation

2 new very accurate determinations of the s-wave scattering length in metastable helium

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. 2 new very accurate determinations of the s-wave scatteringlengthin metastable helium Steven Moal, Maximilien Portier, Julien Dugué, Christian Buggle, Nassim Zahzam, Michèle Leduc, Claude Cohen-Tannoudji séminaire Atomes-froids vendredi 28 octobre 2005

  2. Study with 1 photon : Frequency shifts of photoassociative spectra

  3. Principle of experiment 23PJ 1083 nm He* 23S1 ~19.8 eV  ~ 2 h 11S0 0u+ E S + P0 Ev = 0 (,I)  Energy 5 g+ continuum kBT S + S r v=14 R Interatomic distance

  4. Principle of experiment E E c o n t i n u u m dressed atom picture 0u+ 5 g+ S + P0 continuum Ev = 0 v=0 E=kBT kBT 0 r S + S+ ħ  v=14 Ev = 14 R

  5. Experimental result E 0u+ S + P0 v=2 v=1 v=0 R From comparison with theory Our value : a = 7.2 ± 0.5 nm

  6. Study with 2 photons : Dark atom-molecule resonances Mesure of lifetime and position of v=14

  7. 2 photon spectroscopy E 0u+ S + P0 v = 0 2 1 Energy 5 g+ S + S r v=14 R Interatomic distance

  8. From Autler-Townes to Raman effect E E E v = 0 v = 0 v = 0 1 • 2 fixed • 2 fixed 1 scanned  2 1 scanned 1 v=14 2 v=14 v=14 R R R

  9. From Autler-Townes to dark resonance 100 µW in 2nd photon 3 mW in 2nd photon 500 µW in 2nd photon 100 µW in 2nd photon 1 mW in 2nd photon 300 µW in 2nd photon

  10. From Autler-Townes to dark resonance

  11. From Autler-Townes to dark resonance 0u+ E S + P0 v=0 2 1 Energy 5 g+ continuum kBT S + S r~ -90 MHz v=14 R Interatomic distance

  12. From Autler-Townes to dark resonance 100 µW in 2nd photon 30 µW in 2nd photon 100 µW in 2nd photon 10 µW in 2nd photon 3 µW in 2nd photon

  13. Dark resonance E S–P0 v = 0 • 2 1 free atoms S–S v=14 R destructive interference between the absorption amplitude of photon 1 on the free / bound v=0 transition and of photon 2 on the bound v=0 / bound v=14 transition

  14. Mesure of Ev=14 E S + P0 v=0  2 1 kBT S + S v=14 r R shift du to T : 3kBT/2 experimentally we have 15 % less no need of the energy of v=0 Position of v=14 -91.35 ± 0.06 MHz

  15. Scattering length New value : a = 7.512 ± 0.005 nm

  16. Theoretical values Other results IOTA 2001 a=20±10 nm Stark and Meyer 1994 a=8 nm ENS 2001 a=16±8 nm ENS 2002 a<16 nm Gadéa, Dickinson and Leininger 2004 8.0<a<12.2 nm VU 2004 a=10±5 nm Przybytek and Jeziorski 2005 a=7.64±0.20 nm IOTA 2004 10.3<a<13.8 nm 2 photons Light shift x 200 7.507 7.517 0 5 10 15 20 25 30 a (nm)

  17. Mesure of lifetime v=14 v=14 has not a infinite life duration the dark resonance doesn’t go to 0 at weak intensity 0.05 < v=14 /2 < 0.3 MHz 0.5 < v=14 /2 < 3 µs Rough estimate : 4 µs from Penning collision rate between two polarized atoms Kinel = 3.10-14 cm3 s-1 (Fedichev and Shlyapnikov, 1996) 2 µW in 2nd photon 1 µW in 2nd photon 0.5 µW in 2nd photon 5 µW in 2nd photon 4 µW in 2nd photon 3 µW in 2nd photon

  18. Conclusion • 2 very accurate (and different) measurements • of the scattering length : • with frequency shift : a = 7.2 ± 0.5 nm • with dark resonance : a = 7.512 ± 0.005 nm • Creation of exotic molecules of 2 metastables • with inhibited autoionisation with • a lifeduration of 0.5 < v=14 /2 < 3 µs

  19. Soon • influence of density on v=14 • a better value for v=14 with the study of Raman signal : • in fonction of temperature • in fonction of the detuning • position and width of v=14 • in the potential S-S (M=0) • study of the 2 photons signal • during the transition • thermal cloud / BEC E S-P0 v = 0 2 , + 1 , - S-S MJ=2 v=14 2µB0 S-S MJ=0 v=14 R

  20. Other experiments Grimm, Innsbrück, April 2005 in 87Rb BEC PRL 95, 063202 (2005) • lifetime on • the dark resonance is 140 ms • 100 molecules Rb2

  21. Other experiments Lett, NIST, July 2005 in 23Na dark MOT PRA 72, 041801R 2005 • dip width around 5 MHz du to : • thermal energy distribution at T=150 µK, kBT/h~3 MHz • intensity of 2nd photon kept high

  22. No influence of the B0

  23. Principle of experiment 1.4 GHz 280 THz1083 nm 30 000 GHz =0.5 MHz

  24. Raman effect Raman pic in the red of the main line.  = -10 MHz But the main line can be shifted.  = -30 MHz Raman pic in the blue of the main line.  = few MHz

  25. Mesure of PA rate transition ? PA = 10 ms Therm = 400 ms PA = 1 ms Therm = 200 ms PA = 2 ms Therm = 100 ms PA = 5 ms Therm = 50 ms PA = 10 ms PA = 1 ms PA = 10 ms PA = 2 ms PA = 5 ms Therm = 400 ms PA = 1 ms a clear signal in the Number of atom for Therm = 0 ms we have information on PA rate transition Therm = 0 ms

  26. Black resonance 10 µW.cm-2 in 2nd photon 1 µW.cm-2 in 2nd photon

  27. séminaire du vendredi 10/06/05 Pour bientôt : MJ=0 s + MJ=2 s - E Ev=0 0 Ev=14 Ev=14

  28. E E 0u+ 5 g+ S + P0 kBT v=0 continuum r S + S + ħ  v=14 R

More Related