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Quantum Optics

  • Photon-Pair Sources

    Prof. Govind Agrawal

    Entangled photon pairs are essential for a number of applications related to quantum cryptography, quantum computing, and quantum communications. Prof. Agrawal's group is employing four-wave mixing inside optical fibers for creating photon pairs that are correlated in a quantum sense and thus can be used to create a source of entangled photon pairs much brighter than possible with other conventional techniques.
  • Laser Cooling and Trapping of Atoms

    Prof. Nick Bigelow
    His recent research has focussed on the creation and study of ultra-cold quantum gasses, the manipulation and control of atomic motion using light pressure forces, the laser cooling and trapping of atoms and molecules, Bose-Einstein Condensation and the basic quantum nature of the basic atom-photon interaction. The Cooling and Trapping (CAT) Laboratory of Prof. Bigelow is leading a world-wide race for multispecies BEC in a single trap, and is carrying out experimental and theoretical studies of molecular interactions at low temperatures.
  • Quantum Imaging

    Prof. Robert Boyd
    Dr. Boyd is interested in the study of quantum states of light, especially in the context of quantum imaging. This research is motivated toward the development of laboratory techniques to generate multimode squeezed and entangled states of light and the use of these quantum states of light in the development of imaging systems with enhanced imaging characteristics. Prof. Boyd is also interested in the use of quantum interference effects such as electromagnetically induced transparency to develop new nonlinear optical devices. His group is determining the utility of using third-order nonlinear optical interactions for this purpose. Such interactions hold particular promise for quantum imaging for reasons including the fact that they can produce quantum states of light without producing a large wavelength shift on the generated beam.

  • Quantum Coherence, Dark States, Entaglement

    Prof. Joseph Eberly
    Prof. Eberly's research interests are in the general field of Theoretical Quantum Optics and AMO science. Recent results from his group include calculations of single-photon wave functions localized in free space that exhibit the binding effects of quantum memory, an examination of cross-talk in qubit chains, and the derivation of a novel "dark area" theorem that governs nonlocal effects in coupled optical pulses. Themes of interest include quantum information and the dynamics of entanglement in continuous Hilbert spaces, coherent quantum control via counter-intuitive dark-state interactions, cavity QED, soliton and adiabaton propagation, and non-sequential double ionization of atoms exposed to high intensity radiation.
  • Quantum Optics in the Near-Field

    Prof. Lukas Novotny
    The group is interested in understanding how virtual photons are involved in nanoscale interactions (van der Waals, Casimir, electromagnetic friction). This includes understanding the interaction of a quantum dot with an optical near-field. The tip enhancement technique produces an electric field with sufficiently strong gradients that allow the excitation of higher order transitions such as magnetic dipole or electric quadrupole transitions.

  • Electron Wave Packets, Entanglement

    Prof. Carlos Stroud
    Professor Stroud's current projects include the study of Rydberg atomic electron wave packets, multilevel quantum logic, generation of quantum states of light via electromagnetically induced transparency, and entanglement and teleportation of macroscopic states of matter.
    The group considers coherent control of the shape of an atomic electron's wavefunction using a train of short transform-limited laser pulses. This type of control is experimentally demonstrated by exciting with a train of three pulses and measuring the resulting quantum state distribution. We also present a general theory for control with a train of N pulses in the weak field limit and discuss the extension of this theory to the strong field limit.

 

 

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