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492. WE-Heraeus-Seminar on Micro & macro-cavities in classical and non-classical light

Venue:
Physikzentrum Bad Honnef
(directions)

Date:
October 30th - November 3rd 2011, 4 Days

Scientific head:
Harald Schwefel, Christoph Marquardt and Gerd Leuchs

Contact:
Max Planck Institute for the Science of Light
Günther-Scharowsky-Str.1/Building 24
D-91058 Erlangen
Tel.: +49(0)9131-6877-101
Fax: +49(0)9131-6877-109
email:harald.schwefel@mpl.mpg.de
web: http://www.mpl.mpg.de

Seminar contents and program:

Participants of the Seminar

Scientific background:

In recent years Whispering-Gallery Mode resonators changed from “A solution that seeks a problem” to a versatile tool in a multitude of fields, from precise frequency standards and frequency combs, opto-mechanical resonators, single virus detection, and ultra-efficient squeezed light sources, to efficient coherent frequency converters. Their success stems mainly from the strong confinement of light on a small footprint. Record quality factors from 108 to 1011 have been achieved, allowing for internal field intensities of peta-Watt per m2 at moderate pump powers, enabling the observation of nearly any non-linear effect in a small table-top experiment.

The basic idea behind dielectric resonators and in particular whispering gallery mode (WGM) resonators is the confinement of light via total internal refection at the dielectric interface. In a circular geometry, the angle of incidence of a light-ray inside the dielectric is conserved. Thus light that is trapped via total internal reflection can only leak out via scattering at a rough boundary, or by curvature-induced radiation. Such a travelling wave along the perimeter of a circular geometry is called whispering gallery mode, due to the analog to the acoustic phenomenon. Though this principle is common for most dielectric resonators, the experimental manifestation is vastly different. Mie Scattering, the scattering of electromagnetic radiation from dielectric spheres, can be seen as the first study of WGM (Mie 1908). Their results were important for understanding radar scattering from rain and hail. Thus, one of the first thoroughly studied WGM resonators were droplets (Benner et al. 1980). Surface tension induces a nearly perfect interface and reduces scattering from boundary roughness. Liquid droplets have been studied in pulsed preparation, caught in optical or ion-traps (S. Arnold and Hessel 1985), or planted onto hydrophobic surfaces (Sennaroglu et al. 2007). Their quality factors (Q) where in the order of 104-106 thus Raman lasing (Snow et al. 1985) and by including lasing dye or quantum dots into the solution, conventional lasing was readily achievable (Schäfer et al. 2008).

Another surface tension induced resonator type is the molten glass sphere. Braginsky and co-workers (Braginsky et al. 1989) were the first to realize that by melting high-grade silica glass fibers, nearly perfect spheres are formed at the end of the fiber. These microspheres are by now 20 years old, and find their use in applications from single virus detection (Vollmer and Arnold 2008) and by including rare earth dopants into the glass, lasing (Miura et al. 1996).

Lithographical fabrication of dielectric resonators has the benefit of mass-production of nearly any geometry and any material (McCall et al. 1992). Efficient add-drop filters, division multiplexer, etc. have been achieved based on the principle of coupling waveguides to resonators (Little et al. 1997). They are only limited by the surface roughness of the resonators. The flexibility in the geometry opened the whole field of asymmetric resonant cavities, with records in high power quantum cascade laser (Gmachl et al. 1998) and sub-wavelength laser (Song et al. 2009). Theoretical descriptions of modal structures in deformed cavities cannot be solved in the framework of Mie resonances, due to the non-integrability of the geometric system, leading to wave-chaotic formulations (Nöckel and Stone 1997). The full interaction of such non-trivial resonance structures with non-uniform gain regions was only recently solved in the framework of a self-consistent lasing theory (Türeci et al. 2008).

Vahala and co-workers managed to combine the benefits of lithographic production and surface tension induced smoothness, by creating micro-toroids out of silica on silicate (Armani et al. 2003). Recently these resonators showed a coupling of their WGM resonances to their mechanical resonances via the radiation pressure of the light (Kippenberg et al. 2005). Such opto-mechanical coupling allowed for sideband cooling of a single mechanical mode close to the quantum-mechanical ground-state (Kippenberg and Vahala 2008). In 2005, the invention of the frequency comb by Ted Hänsch was honored with the Nobel Prize. Recently, toroidal cavities achieved frequency comb generation on a chip (Del'Haye et al. 2007) and very recently octave spanning operation.

A limit in the quality factor of all of the above resonators is the absorption of light in the material. Crystalline materials with record low absorption can only be formed into WGM resonators by polishing the material. Record quality factors of 1011 have been achieved in CaF2 resonators (Grudinin et al. 2006). Another field for crystalline resonators are microwave standards, where cryogenic sapphire disks are used (McNeilage et al. 2004; Locke et al. 2008).

Experiments in quantum optics can benefit from WGM resonator setups in two different aspects. First, WGM resonators provide strong coupling of the field to other quantum systems like quantum dots, atoms, or other cavities. Second, quantum properties of the field can be influenced the via non-linearities in the WGM resonator medium. Possibilities lie in utilizing either χ(3) effects in silica micro-resonators for direct integration into integrated quantum optical circuits, or with χ(2) effects in crystalline materials, where unsurpassed optical and mechanical Q lead to extreme non-linearities. The generation of squeezing and entanglement, coherent wavelength conversions, and quantum memories are all within reach to be realized in dielectric micro and macro cavities. In addition, WGM resonators may provide efficient narrowband photon sources for quantum information protocols.

The high quality factors combined with small mode volumes of WGM resonators have made them attractive for studying effects in quantum optics. In order to reach the strong coupling regime in cavity quantum electrodynamics (cavity QED) it is of importance to have both, high quality factor and small mode volume at the same time. WGM fulfill both requirements leading to unsurpassed coupling of the light field to an atomic system. Experimental investigations with microspheres WGM resonators and atoms (Vernooy et al. 1998; Aoki et al. 2006; Mazzei et al. 2007) as well as with NV centers in diamonds, have been performed (Schietinger et al. 2008). In order to achieve coupling of a WGM resonator to a specific atomic transition, largely tuneable resonators are needed. So called “bottle resonators” have been proposed to fill this void (Louyer et al. 2005).

Non-classical light is in general generated from strongly non-linear bulk crystals. Recently the nonlinear response of crystalline WGM disk resonators made from Lithium Niobate opened the route to perform experiments to create nonclassical light in WGM resonators with unprecedented parameter regimes (Fürst et al. 2009).
With these first results new routes towards quantum information and quantum computation are opened. In general, the control of non-linearities can lead to gates, memories and efficient quantum state generation. WGM resonators can readily reach these regimes and further the possibility of large-scale integration.

Aims:

This seminar which is kindly supported by the Wilhem and Else Heraeus Foundation will try to bring together experts from the diverse communities that apply whispering gallery mode resonators to their needs. From the early adaptors, to the current players in the field, experts of complementary experience and know-how, including theoretical aspects as well as experimental issues, will be invited. The seminar is intended to provide a good introduction for newcomers from areas, such as quantum optics and metrology that are interested in harvesting the potential of WGM resonators in their fields. Thus the seminar will be a good opportunity for PhD students and young post-docs to get introduced to this exiting field. Bringing together an international group of young researchers will further initiate mutually beneficial exchanges between these groups and can be expected to stimulate stronger collaborations in the field between the participating research groups.

List of invited speakers:

  • Andrea Aiello, MPI for the science of light, Erlangen
  • Oliver Benson, Humboldt University, Berlin
  • Warwick Bowen, University of Queensland, Brisbane, Australia
  • Ingo Breunig, University of Freiburg
  • Hui Cao, Yale University, New Haven, USA
  • Tal Carmon, University of Michigan, USA
  • Jörg Evers, MPI for nuclear physics, Heidelberg
  • Stefan Götzinger, MPI for the science of light, Erlangen
  • Mikhail Gorodetsky, Moscow State University, Russia
  • Tobias Kippenberg, École Polytechnique fédérale de Lausanne, Switzerland
  • Ping Koy Lam, Australian National University, Australia
  • Florian Marquardt, University of Erlangen-Nuremberg
  • Thomas Pertsch, University of Jena
  • Arno Rauschenbeutel, Technical University of Vienna, Austria
  • Nathaniel Stern, California Institute of Technology, Pasadena, USA
  • A. Douglas Stone, Yale University, New Haven, USA
  • Dmitry Strekalov, Jet Propusion Laboratory, NASA, Pasadena, USA
  • Hakan Türeci, Princeton University, USA
  • Kerry Vahala, California Institute of Technology, Pasadena, USA
  • Frank Vollmer, MPI for the science of light, Erlangen
  • Jan Wiersig, University of Magdeburg
  • Josef Zyss, ENS de Cachan, CNRS, France


Most talks are available here (password required)

Program:

There will be talks and discussion time from Monday morning Oktober 31st till Thursday evening November 3rd. Preliminary programm.

Registration (Deadline: August 25st, 2011):

  • No conference fee will be charged, local expenses for accommodation and food will be covered (the seminar is kindly supported by the Heraeus Foundation)
  • The maximal number of applicants is limited to 40
  • The registration deadline August 25, 2011
  • You will receive an application confirmation by the Heraeus Foundation in September.

Literature:

Aoki, Takao, Barak Dayan, E. Wilcut, W. P. Bowen, A. S. Parkins, T. J. Kippenberg, K. J. Vahala, and H. J. Kimble. 2006. Observation of strong coupling between one atom and a monolithic microresonator. Nature 443, no. 7112 (October 12): 671-674.

Armani, D. K., T. J. Kippenberg, S. M. Spillane, and K. J. Vahala. 2003. Ultra-high-Q toroid microcavity on a chip. Nature 421, no. 6926 (February 27): 925-928.

Arnold, S., and N. Hessel. 1985. Photoemission from single electrodynamically levitated microparticles. Review of Scientific Instruments 56, no. 11: 2066.

Benner, R. E., P. W. Barber, J. F. Owen, and R. K. Chang. 1980. Observation of Structure Resonances in the Fluorescence Spectra from Microspheres. Physical Review Letters 44, no. 7 (February 18):475.

Braginsky, V. B., M. L. Gorodetsky, and V. S. Ilchenko. 1989. Quality-factor and nonlinear properties of optical whispering-gallery modes. Physics Letters A 137, no. 7-8 (May 29): 393-397.

Del'Haye, P., A. Schliesser, O. Arcizet, T. Wilken, R. Holzwarth, and T. J. Kippenberg. 2007. Optical frequency comb generation from a monolithic microresonator. Nature 450, no. 7173 (December 20): 1214-1217.

Fürst, J. U, D. V Strekalov, D. Elser, M. Lassen, U. L Andersen, C. Marquardt, and G. Leuchs. 2009. Naturally-phasematched second harmonic generation in a whispering gallery mode resonator. 0912.3864 (December 19).

Gmachl, Claire, Federico Capasso, E. E. Narimanov, Jens U. Nöckel, A. Douglas Stone, Jérôme Faist, Deborah L. Sivco, and Alfred Y. Cho. 1998. High-Power Directional Emission from Microlasers with Chaotic Resonators. Science 280, no. 5369 (June 5): 1556-1564.

Grudinin, Ivan S., Andrey B. Matsko, Anatoliy A. Savchenkov, Dmitry Strekalov, Vladimir S. Ilchenko, and Lute Maleki. 2006. Ultra high Q crystalline microcavities. Optics Communications 265, no. 1 (September 1): 33-38.

Kippenberg, T. J., H. Rokhsari, T. Carmon, A. Scherer, and K. J. Vahala. 2005. Analysis of Radiation-Pressure Induced Mechanical Oscillation of an Optical Microcavity. Physical Review Letters 95, no. 3 (July 12): 033901.

Kippenberg, T. J., and K. J. Vahala. 2008. Cavity Optomechanics: Back-Action at the Mesoscale. Science 321, no. 5893 (August 29): 1172-1176.

Little, B. E, S. T Chu, H. A Haus, J. Foresi, and J. -P Laine. 1997. Microring resonator channel dropping filters. Lightwave Technology, Journal of 15, no. 6 (June): 998 -1005.

Locke, C. R., E. N. Ivanov, J. G. Hartnett, P. L. Stanwix, and M. E. Tobar. 2008. Invited Article: Design techniques and noise properties of ultrastable cryogenically cooled sapphire-dielectric resonator oscillators. Review of Scientific Instruments 79, no. 5 (May 0): 051301-12.

Louyer, Y., D. Meschede, and A. Rauschenbeutel. 2005. Tunable whispering-gallery-mode resonators for cavity quantum electrodynamics. Physical Review A 72, no. 3 (9).

Mazzei, A., S. Götzinger, L. de S. Menezes, G. Zumofen, O. Benson, and V. Sandoghdar. 2007. Controlled Coupling of Counterpropagating Whispering-Gallery Modes by a Single Rayleigh Scatterer: A Classical Problem in a Quantum Optical Light. Physical Review Letters 99, no. 17 (Oktober 26): 173603.

McCall, S. L., A. F. J. Levi, R. E. Slusher, S. J. Pearton, and R. A. Logan. 1992. Whispering-gallery mode microdisk lasers. Applied Physics Letters 60, no. 3: 289.

McNeilage, C., J.H. Searls, E.N. Ivanov, P.R. Stockwell, D.M. Green, and M. Mossamaparast. 2004. A review of sapphire whispering gallery-mode oscillators including technical progress and future potential of the technology. In Frequency Control Symposium and Exposition, 2004. Proceedings of the 2004 IEEE International, 210-218.

Mie, Gustav. 1908. Beiträge zur Optik trüber Medien, speziell kolloidaler Metallösungen. Annalen der Physik 330, no. 3: 377-445.

Miura, Kiyotaka, Koichiro Tanaka, and Kazuyuki Hirao. 1996. Laser oscillation of a Nd3+-doped fluoride glass microsphere. Journal of Materials Science Letters 15, no. 21 (January 1): 1854-1857.

Nöckel, Jens U., and A. Douglas Stone. 1997. Ray and wave chaos in asymmetric resonant optical cavities. Nature 385, no. 6611 (1): 45-47.

Schäfer, J., J. P. Mondia, R. Sharma, Z. H. Lu, A. S. Susha, A. L. Rogach, and L. J. Wang. 2008. Quantum dot microdrop laser. NANO LETTERS 8, no. 6 (June): 1709-1712.

Schietinger, Stefan, Tim Schröder, and Oliver Benson. 2008. One-by-One Coupling of Single Defect Centers in Nanodiamonds to High-Q Modes of an Optical Microresonator. Nano Letters 8, no. 11 (November 12): 3911-3915.

Sennaroglu, A., A. Kiraz, M. A. Dündar, A. Kurt, and A. L. Demirel. 2007. Raman lasing near 630 nm from stationary glycerol-water microdroplets on a superhydrophobic surface. Optics Letters 32,no. 15: 2197-2199.

Snow, Judith B., Shi-Xiong Qian, and Richard K. Chang. 1985. Stimulated Raman scattering from individual water and ethanol droplets at morphology-dependent resonances. Optics Letters 10, no. 1 (January 1): 37-39.

Song, Q., H. Cao, S. T. Ho, and G. S. Solomon. 2009. Near-IR subwavelength microdisk lasers. Applied Physics Letters 94, no. 6: 061109.

Türeci, Hakan E., Li Ge, Stefan Rotter, and A. Douglas Stone. 2008. Strong Interactions in Multimode Random Lasers. Science 320, no. 5876 (May 2): 643-646.

Vernooy, D. W., A. Furusawa, N. Ph. Georgiades, V. S. Ilchenko, and H. J. Kimble. 1998. Cavity QED with high-Q whispering gallery modes. Physical Review A 57, no. 4 (April 1): R2293.

Vollmer, Frank, and Stephen Arnold. 2008. Whispering-gallery-mode biosensing: label-free detection down to single molecules. Nat Meth 5, no. 7 (July): 591-596

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