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Prochains séminaires

lun, 05/27/2013 - 12:30

  1. Susanne Butz, Physikalisches Institut, Karlsruhe Institute of Technology, Karlsruhe, Germany.
    • 12:30
    • D3-2040
    • Title: A Tunable Josephson Metamaterial

      Abstract: We present experimental data on a tunable magnetic metamaterial consisting of rf-SQUIDs. A metamaterial is a medium constructed of artifical elements, so- called meta-atoms, that interact in a specific way with an incoming electromagnetic wave. The size of and the distance between the individual meta-atoms is much smaller than the wavelength. Our metamaterial consists of one-dimensional arrays of 27 rf-SQUIDs, one chain placed inside each of the gaps of a coplanar waveguide. Due to the nonlinear inductance of the rf-SQUID, its resonance frequency is tunable in situ by applying a dc magnetic field. We demonstrate that this results in tunable effective parameters of our metamaterial. In order to obtain the effective magnetic permeability from the measured data, we employ a technique that uses only the complex transmission coefficient S21.

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lun, 06/03/2013 - 12:30

  1. Bhaskar Roy Bardhan, Department of Physics and Astronomy, Louisiana State University
    • 12:30
    • D3-2040
    • To be annonced

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mer, 06/05/2013 - 10:45

  1. INTRIQ : Lilian Childress, McGill
    • 10:45
    • D1-2165
    • Title: Spins and photons: toward quantum networks in diamond

      Abstract: Long-lived electronic and nuclear spin states have made nitrogen-vacancy (NV) defects in diamond a leading candidate for solid-state quantum information processing. Moreover, their coherent optical transitions open opportunities for quantum communication. This talk will consider the motivation and requirements for optically-networked quantum devices, and explore challenges and opportunities for realizing them in diamond. In particular, the resonant excitation and emission in these defect centers enables single shot spin detection as well as observation of two-photon quantum interference; these two capabilities have enabled measurement-based entanglement between remote NV centers.

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lun, 06/10/2013 - 12:30

  1. Frank Verstraete , Université de Vienne
    • 12:30
    • D3-2040
    • To be announced

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mar, 06/11/2013 - 00:00

  1. Wolfgang Belzig, l'Université de Constance, Allemagne
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Fourcade B, Tremblay A-. Field-theory and 2nd Renormalization-group For Multifractals In Percolation. Physical Review E. 1995;51:4095-104.
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Tremblay A-, Tremblay RR, Albinet G, Fourcade B. How Many Correlation Lengths For Multifractals. Physica A. 1992;183:398-410. Abstract
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Fourcade B, Tremblay A-. Amplitudes of Multifractal Moments At the Onset of Chaos - Universal Ratios and Crossover Functions. Physical Review Letters. 1990;64:2659-62.
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application/pdf iconPhysRevLett.64.2659.pdf
Fourcade B, Tremblay A-. Breakdown of Multifractal Behavior In Diffusion-limited Aggregates - Comment. Physical Review Letters. 1990;64:1842.
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Fourcade B, Tremblay A-. Universal Multifractal Properties of Circle Maps From the Point-of-view of Critical Phenomena .2. Analytical Results. Journal of Statistical Physics. 1990;61:639-65. Abstract
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Fourcade B, Tremblay A-. Universal Multifractal Properties of Circle Maps From the Point-of-view of Critical Phenomena .1. Phenomenology. Journal of Statistical Physics. 1990;61:607-37. Abstract
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Tremblay A-, Fourcade B, Breton P. Multifractals and Noise in Metal-Insulator Mixtures. Vol 157.; 1989.
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application/pdf iconMultifractals_and_noise_in_metal-insulator_mixtures.pdf
Fourcade B, Tremblay A-. Infinite Set of Crossover Exponents of the Xy Model and F(a) Approach. Physical Review B. 1989;39:6819-22.
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application/pdf iconPhysRevB.39.6819.pdf
Aharony A, Blumenfeld R, Breton P, Fourcade B, Harris AB, Meir Y, et al. Negative Moments of Currents In Percolating Resistor Networks. Physical Review B. 1989;40:7318-20.
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Tremblay A-, Fourcade B. Observable infinite sets of exponents in multifractals and in critical phenomena: the role of symmetry. Vol World Scientific, Singapore. Saint-Aubin Y, Vinet L, editors. Saint-Adèle, Canada; 1988.
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application/pdf iconObservable_infinite_sets_of_exponents_in_multifractals.pdf
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