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Bulletin of the American Physical Society

Engineered p-wave collisions in ultracold Fermionic systems

Lauren Aycock, Dina Genkina, Benjamin Stuhl, Ian B. Spielman

Published Jun 3, 2014• 0 citations
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We have measured ultracold ionizing collision rates for three bosonic (132Xe,134Xe,{(}^{132}\mathrm{Xe},{}^{134}\mathrm{Xe},(132Xe,134Xe, and 136Xe){}^{136}\mathrm{Xe})136Xe) and two fermionic (129Xe{(}^{129}\mathrm{Xe}(129Xe and 131Xe){}^{131}\mathrm{Xe})131Xe) isotopes of xenon in the 6s[3/2]26s[3/2{]}_{2}6s[3/2]2​ metastable state, for both spin-polarized and unpolarized samples. For unpolarized samples at temperatures above the p-wave centrifugal barrier $(\ensuremath{\sim}39 \ensuremath{\mu}\mathrm{K}),$ we find that collision rates for all isotopes are identical. Quantum-statistical effects forbid s-wave collisions for spin-polarized fermions, giving rise to significant differences between bosonic and fermionic isotopes below the p-wave barrier. We present a technique for measuring collision rates at temperatures below $1 \ensuremath{\mu}\mathrm{K},$ and find that the ratio of polarized to unpolarized collision rates for fermions decreases by a factor of 2 at low temperatures, while the ratio for bosons increases by 5050%.50 We find no evidence of an overall reduction in the collision rate for spin-polarized samples, as has been observed in metastable helium. These results are explained using a simple theoretical model of transmission and quantum reflection off long-range interatomic potentials.
We show that many aspects of ultracold three-body collisions can be controlled by choosing the mass ratio between the collision partners. In the ultracold regime, the scattering length dependence of the three-body rates can be substantially modified from the equal mass results. We demonstrate that the only nontrivial mass dependence is due solely to Efimov physics. We have determined the mass dependence of the three-body collision rates for all heteronuclear combinations relevant for two-component atomic gases with resonant sss-wave interspecies interactions, i.e., three-body systems with two identical bosons or two identical fermions.