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NIST Physics Laboratory "Technical Activities 2000"

Quantum Physics Division

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Technical Highlights

  • Direct Optical Frequency Synthesis using Modelocked Lasers. Several members of the QPD formed a team combining expertise in frequency-domain laser stabilization and ultrafast modelocked lasers to develop techniques for stabilizing the pulse-to-pulse phase of the ultrafast pulses emitted by a modelocked laser. In the frequency domain, this results in a comb of known absolute frequencies, where the only input is derived from a cesium clock. This represents a revolutionary new technique for connecting optical frequencies to the microwave frequency primary cesium standard. (Fig. 1) This work was published in the April 28 issue of Science. At JILA it has been used to measure the frequency of the two-photon Rb transition near 778 nm, the frequency of an iodine-stabilized Nd:YAG laser, and an iodine-stabilized HeNe laser. This technique is being used by the Time and Frequency Division where it was recently employed to measure the absolute frequency of calcium and a single mercury ion; both are optical clock candidates. The link between optical and rf frequencies can also be used to generate rf from an optical standard, an important step that has been heretofore missing for optical clocks. (S.T. Cundiff)
  Figure 1
Figure 1. Frequency metrology using the self-referenced frequency comb. (a) Experimental setup to measure the 5S1/2(F=3) yields 5D5/2(F=5) two-photon transition in 85Rb with self-stabilized frequency comb. (b) Histogram of one set of measurements relative to the recommended CIPM (1997) value of 385 285 142 378 ± 5.0 kHz for the Rb transition. The standard deviation at 1 s gate time is 5 kHz, which is an absolute uncertainty of 1 part in 1011.
  • Exploring a Quantum Degenerate Gas of Fermionic Atoms. A year ago we succeeded in producing the world’s first quantum degenerate Fermi gas of atoms and thus introduced a new system for study. By exploiting the exquisite experimental control and unique theoretical accessibility of this ultracold atomic gas system, we plan to explore Fermi-Dirac statistics in a novel regime and enhance understanding of this important class of quantum systems. Since reaching quantum degeneracy in a Fermi gas of potassium-40 atoms, we have put considerable effort into understanding the current limits to reaching even lower temperatures, T, relative to the Fermi temperature of the gas, TF. This is motivated by the fact that all quantum effects in the gas become more prominent as T/TF decreases. With technical improvements to the evaporative cooling we have now reached T/TF = 0.2; this represents a factor of 2 improvement compared to our first results. In addition we have worked with JILA Fellow M. Holland to explore the fundamental limits to cooling which arise from the quantum behavior of fermions. Additionally, we have begun exploring a two-component Fermi gas – a system that opens new possibilities for investigating the interplay of interactions and quantum statistics. Identical fermions (in the same internal state) do not interact at ultralow temperatures. However, as has been seen in BEC studies, interactions play a crucial role in many interesting quantum phenomena, such as superfluidity. Using 40K atoms in two different spin states we can experimentally realize an interacting Fermi gas. With thermodynamic measurements we have shown that we can indeed produce a Fermi gas in which both components are clearly quantum degenerate. Furthermore, we have observed Pauli blocking, which is a dynamical effect of Fermi-Dirac quantum statistics on collisions, in the thermal relaxation of this two-component system. Exploring this effect is important not only in understanding the quantum behavior of the gas but also because it is predicted to play a major role in limiting the efficiency of further evaporative cooling. Ultimately we plan to investigate the possibility of controlling the interactions between atoms with a magnetic-field Feshbach resonance. This would allow us to access a wide range of possible interaction strengths, including both effectively repulsive and attractive interactions. One example of the phenomena we will explore is the prediction of a phase transition to a superfluid state, whose underlying physics is analogous to superconductivity in metals. (D. Jin)
Figure 2

Figure 2. A two-component Fermi gas. In this 50/50 mixture of 40K atoms in two different spinstates, mf = 9/2 and mf = 7/2, both component gases are quantum degenerate; this can be seen in the fact that the average energy per particle E rises above the classical expectation of 3 kT.

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"Technical Activities 2000" - Table of Contents