E.L. Hazlett
Pennsylvania State University
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Featured researches published by E.L. Hazlett.
Physical Review Letters | 2009
John Huckans; J. R. Williams; E.L. Hazlett; R. W. Stites; K. M. O'Hara
We investigate the stability of a three spin state mixture of ultracold fermionic 6Li atoms over a range of magnetic fields encompassing three Feshbach resonances. For most field values, we attribute decay of the atomic population to three-body processes involving one atom from each spin state and find that the three-body loss coefficient varies by over 4 orders of magnitude. We observe high stability when at least two of the three scattering lengths are small, rapid loss near the Feshbach resonances, and two unexpected resonant loss features. At our highest fields, where all pairwise scattering lengths are approaching a_{t}=-2140a_{0}, we measure a three-body loss coefficient L_{3} approximately 5x10;{-22} cm;{6}/s and a trend toward lower decay rates for higher fields indicating that future studies of color superfluidity and trion formation in a SU(3) symmetric Fermi gas may be feasible.
Physical Review Letters | 2009
J. R. Williams; E.L. Hazlett; John Huckans; R. W. Stites; Yuhe Zhang; K. M. O'Hara
We observe enhanced three-body recombination in a three-component ;{6}Li Fermi gas attributable to an excited Efimov trimer state intersecting the three-atom scattering threshold near 895 G. From measurements of the recombination rate we determine the Efimov parameters kappa_{*} and eta_{*} for the universal region above 600 G which includes three overlapping Feshbach resonances. The value of kappa_{*} also predicts the locations of loss features previously observed near 130 and 500 G [T. B. Ottenstein, Phys. Rev. Lett. 101, 203202 (2008)10.1103/PhysRevLett.101.203202; J. H. Huckans, Phys. Rev. Lett. 102, 165302 (2009)10.1103/PhysRevLett.102.165302] suggesting they are associated with a ground-state Efimov trimer near threshold. We also report on the realization of a degenerate three-component Fermi gas with approximate SU(3) symmetry.
Physical Review Letters | 2012
E.L. Hazlett; Yuhe Zhang; R. W. Stites; K. M. O'Hara
We have measured the interaction energy and three-body recombination rate for a two-component Fermi gas near a narrow Feshbach resonance and found both to be strongly energy dependent. Even for de Broglie wavelengths greatly exceeding the van der Waals length scale, the behavior of the interaction energy as a function of temperature cannot be described by atoms interacting via a contact potential. Rather, energy-dependent corrections beyond the scattering length approximation are required, indicating a resonance with an anomalously large effective range. For fields where the molecular state is above threshold, the rate of three-body recombination is enhanced by a sharp, two-body resonance arising from the closed-channel molecular state which can be magnetically tuned through the continuum. This narrow resonance can be used to study strongly correlated Fermi gases that simultaneously have a sizable effective range and a large scattering length.
international frequency control symposium | 2013
E.L. Hazlett; Yi Zhang; Ronald W. Stites; Kurt Gibble; K. M. O'Hara
We have experimentally observed a collisional frequency shift of trapped ultracold fermions. We probe the distinguishing features of s-wave collisional frequency shifts of fermions by stepping the atomic interactions through zero near an s-wave Feshbach resonance.
Physical Review A | 2010
J. R. Williams; John Huckans; R. W. Stites; E.L. Hazlett; K. M. O’Hara
Bulletin of the American Physical Society | 2016
Ashley Carlson; E.L. Hazlett
Bulletin of the American Physical Society | 2016
E.L. Hazlett; Brandon Nelson; Sam Diaz de Leon; Jonah Shaw
Bulletin of the American Physical Society | 2014
Logan W. Clark; Li-Chung Ha; E.L. Hazlett; Cheng Chin
Bulletin of the American Physical Society | 2014
E.L. Hazlett; Li-Chung Ha; Logan W. Clark; Cheng Chin
Bulletin of the American Physical Society | 2013
Li-Chung Ha; Chen-Lung Hung; Xibo Zhang; Ulrich Eismann; Shih-Kuang Tung; E.L. Hazlett; Cheng Chin