2002
DOI: 10.1103/physrevlett.88.093201
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Interisotope Determination of Ultracold Rubidium Interactions from Three High-Precision Experiments

Abstract: Combining the measured binding energies of four of the most weakly bound rovibrational levels of the 87 Rb2 molecule with the results of two other recent high-precision rubidium experiments, we obtain exceptionally strong constraints on the atomic interaction parameters in a highly model independent analysis. The comparison of 85 Rb and 87 Rb data, where the two isotopes are related by a mass scaling procedure, plays a crucial role. Using the consistent picture of the interactions that thus arises we are led … Show more

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Cited by 444 publications
(439 citation statements)
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“…[27]. By optimizing the interaction parameters ( DS, 6 , DS,7 , DT,6 , ⌬ S l ) for various fixed values of C 6 , we are able to obtain a minimum reduced 2 of 0.7.…”
Section: Formation Of Fermionic Molecules Via Interisotope Feshbach Rmentioning
confidence: 91%
“…[27]. By optimizing the interaction parameters ( DS, 6 , DS,7 , DT,6 , ⌬ S l ) for various fixed values of C 6 , we are able to obtain a minimum reduced 2 of 0.7.…”
Section: Formation Of Fermionic Molecules Via Interisotope Feshbach Rmentioning
confidence: 91%
“…2 (b), we can see that the size of the staggered domains around z ∼ 0 is roughly equal to 13µm, which is in reasonable agreement with Eq. (13). The size increases with |z|, since the density decreases with |z|.…”
Section: Structure Formation Of Spinor Condensates a Staggered Mmentioning
confidence: 99%
“…We will take the scattering lengths of 87 Rb, a 0 = 101.8a B and a 2 = 100.4a B , from Ref. [13], where a B is the Bohr radius. Following the experiments by Higbie et al [9], we first prepare the ground state ψ g to be in the m = −1 state by using the imaginary-time propagation method [14].…”
Section: Formulation Of the Problemmentioning
confidence: 99%
“…Therefore we introduce an analytic model potential valid at large r and fit its parameters to match measured bound state energies near the dissociation limit for different isotopes. The basic concept is similar to that used very successfully for bound state and scattering properties of the ground state [15,43]. The potential is chosen to have the correct long range form and an arbitrary short range form that permits us to represent the correct absolute phase due to the unknown short range interactions.…”
Section: Model Potentialsmentioning
confidence: 99%