Tara M. Fortier
National Institute of Standards and Technology
Network
Latest external collaboration on country level. Dive into details by clicking on the dots.
Publication
Featured researches published by Tara M. Fortier.
Science | 2009
Gretchen K. Campbell; Micah Boyd; Jan Thomsen; Michael J. Martin; Sebastian Blatt; Matthew Swallows; Travis Nicholson; Tara M. Fortier; Christopher W. Oates; Scott A. Diddams; Nathan D. Lemke; Pascal Naidon; Paul S. Julienne; J. Ye; Andrew D. Ludlow
At ultracold temperatures, the Pauli exclusion principle suppresses collisions between identical fermions. This has motivated the development of atomic clocks with fermionic isotopes. However, by probing an optical clock transition with thousands of lattice-confined, ultracold fermionic strontium atoms, we observed density-dependent collisional frequency shifts. These collision effects were measured systematically and are supported by a theoretical description attributing them to inhomogeneities in the probe excitation process that render the atoms distinguishable. This work also yields insights for zeroing the clock density shift.
Science | 2008
T. Rosenband; D. B. Hume; P. O. Schmidt; Chin-Wen Chou; A. Brusch; Luca Lorini; Windell H. Oskay; Robert E. Drullinger; Tara M. Fortier; J. E. Stalnaker; Scott A. Diddams; William C. Swann; Nathan R. Newbury; Wayne M. Itano; David J. Wineland; J. C. Bergquist
Time has always had a special status in physics because of its fundamental role in specifying the regularities of nature and because of the extraordinary precision with which it can be measured. This precision enables tests of fundamental physics and cosmology, as well as practical applications such as satellite navigation. Recently, a regime of operation for atomic clocks based on optical transitions has become possible, promising even higher performance. We report the frequency ratio of two optical atomic clocks with a fractional uncertainty of 5.2 × 10–17. The ratio of aluminum and mercury single-ion optical clock frequencies νAl+/νHg+ is 1.052871833148990438(55), where the uncertainty comprises a statistical measurement uncertainty of 4.3 × 10–17, and systematic uncertainties of 1.9 × 10–17 and 2.3 × 10–17 in the mercury and aluminum frequency standards, respectively. Repeated measurements during the past year yield a preliminary constraint on the temporal variation of the fine-structure constant α of \batchmode \documentclass[fleqn,10pt,legalpaper]{article} \usepackage{amssymb} \usepackage{amsfonts} \usepackage{amsmath} \pagestyle{empty} \begin{document} \({\dot{{\alpha}}}{/}{\alpha}=(-1.6{\pm}2.3){\times}10^{-17}{/}\mathrm{year}\) \end{document}.
Nature Photonics | 2011
Tara M. Fortier; Matthew S. Kirchner; Franklyn Quinlan; Jacob M. Taylor; J. C. Bergquist; T. Rosenband; Nathan D. Lemke; Andrew D. Ludlow; Yanyi Jiang; Christopher W. Oates; Scott A. Diddams
Researchers demonstrate a microwave generator based on a high-Q optical resonator and a frequency comb functioning as an optical-to-microwave divider. They generate 10 GHz electrical signals with a fractional frequency instability of ≤8 × 10−16 at 1 s.
Science | 2008
Andrew D. Ludlow; Tanya Zelevinsky; Gretchen K. Campbell; Sebastian Blatt; Martin M. Boyd; M. H. G. de Miranda; Michael J. Martin; Jan Thomsen; J. Ye; Tara M. Fortier; J. E. Stalnaker; Scott A. Diddams; Y. Le Coq; Zeb W. Barber; N. Poli; Nathan D. Lemke; K. M. Beck; Christopher W. Oates
Optical atomic clocks promise timekeeping at the highest precision and accuracy, owing to their high operating frequencies. Rigorous evaluations of these clocks require direct comparisons between them. We have realized a high-performance remote comparison of optical clocks over kilometer-scale urban distances, a key step for development, dissemination, and application of these optical standards. Through this remote comparison and a proper design of lattice-confined neutral atoms for clock operation, we evaluate the uncertainty of a strontium (Sr) optical lattice clock at the 1 × 10–16 fractional level, surpassing the current best evaluations of cesium (Cs) primary standards. We also report on the observation of density-dependent effects in the spin-polarized fermionic sample and discuss the current limiting effect of blackbody radiation–induced frequency shifts.
Optics Letters | 2006
Tara M. Fortier; Albrecht Bartels; Scott A. Diddams
We demonstrate a self-referenced, octave-spanning, mode-locked Ti:sapphire laser with a scalable repetition rate (550 MHz - 1.35 GHz). We use the frequency comb output of the laser, without additional broadening in optical fiber, for simultaneous measurements against atomic optical standards at 534, 578, 563, and 657 nm and to stabilize the laser offset frequency.
European Physical Journal D | 2008
Danielle Braje; Matthew S. Kirchner; Steven Neil Osterman; Tara M. Fortier; Scott A. Diddams
Abstract.Broadband femtosecond-laser frequency combs are filtered to spectrographically resolvable frequency-mode spacing, and limitations of using cavities for spectral filtering are considered. Data and theory are used to show implications relevant to spectrographic calibration of high-resolution, astronomical spectrometers.
Optics Letters | 2003
Tara M. Fortier; David J. Jones; Steven T. Cundiff
We obtain direct stabilization of the carrier-envelope phase for a standard x-folded geometry, octave-spanning, Ti:sapphire laser. The in-loop accumulated carrier-envelope phase error is 0.175 rad (1.65 mHz to 102 kHz). Intracavity continuum generation, which is responsible for the octave bandwidth, is characterized through measurement of the beam parameters.
Optics Letters | 2011
Franklyn Quinlan; Tara M. Fortier; Matthew S. Kirchner; Jennifer A. Taylor; Michael J. Thorpe; Nathan D. Lemke; Andrew D. Ludlow; Yanyi Jiang; Scott A. Diddams
We present an optical frequency divider based on a 200 MHz repetition rate Er:fiber mode-locked laser that, when locked to a stable optical frequency reference, generates microwave signals with absolute phase noise that is equal to or better than cryogenic microwave oscillators. At 1 Hz offset from a 10 GHz carrier, the phase noise is below -100 dBc/Hz, limited by the optical reference. For offset frequencies >10 kHz, the phase noise is shot noise limited at -145 dBc/Hz. An analysis of the contribution of the residual noise from the Er:fiber optical frequency divider is also presented.
Physical Review Letters | 2005
Chad Hoyt; Zeb W. Barber; Christopher W. Oates; Tara M. Fortier; Scott A. Diddams; Leo W. Hollberg
We report the direct excitation of the highly forbidden (6s2) 1S0 <--> (6s6p) 3P0 optical transition in two odd isotopes of neutral ytterbium. As the excitation laser frequency is scanned, absorption is detected by monitoring the depletion from an atomic cloud at approximately 70 microK in a magneto-optical trap. The measured frequency in 171Yb (F=1/2) is 518,295,836,591.6 +/- 4.4 kHz. The measured frequency in 173Yb (F=5/2) is 518,294,576,847.6 +/- 4.4 kHz. Measurements are made with a femtosecond-laser frequency comb calibrated by the National Institute of Standards and Technology cesium fountain clock and represent nearly a 10(6)-fold reduction in uncertainty. The natural linewidth of these J=0 to J=0 transitions is calculated to be approximately 10 mHz, making them well suited to support a new generation of optical atomic clocks based on confinement in an optical lattice.
Optics Letters | 2002
Tara M. Fortier; J. Ye; Steven T. Cundiff; Robert S. Windeler
We present measurements of the nonlinear phase noise that is due to amplitude-to-phase conversion in air-silica microstructure fiber that is utilized to broaden the frequency comb from a mode-locked femtosecond laser to an optical octave. When the octave of the continuum is employed to phase stabilize the laser-pulse train, this phase noise causes a change in the carrier-envelope phase of 3784-rad/nJ change in pulse energy. As a result, the jitter on the carrier-envelope phase that is due to fiber noise, from 0.03 Hz-55 kHz, is ~0.5rad .