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    Article

    High Frequency Transport Properties of YBCO: Extrinsic Versus Intrinsic d-Wave Properties

    In good superconducting YBCO films, the surface impedance Z(T,ω,B)=Zint(T,ωB)+Zres(T,ωB) is dominated for T T c/2 and B∼0 by intrinsic properties, which are difficult to improve. B...

    J. Halbritter in Journal of Superconductivity and Novel Magnetism (2006)

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    Article

    Metal-Insulator Transition (MIT), Defects, and Percolative Transport in HTS

    HTS as layered, doped Mott insulators close to the Metal-Insulator Transition (MIT) become insulating at 6.5 kΩ per CuO-plane at n L ≤ 1021/cm3 localized states. The MIT occurs exponentially around point defects ...

    J. Halbritter in Journal of Superconductivity (2003)

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    Article

    Pseudogap and Transport in HTS

    Perpendicular transport is one of the key factors to HTS superconductivity, sampling the quasi-insulating blocking layer, separating the conducting CuO-planes, and driving the metal–insulator transition (MIT) ...

    J. Halbritter in Journal of Superconductivity (2001)

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    Article

    Resonant Tunneling, Pseudo-Gap, and Charge Dynamics in Cuprate Superconductors

    The quasi-two-dimensional, metallic conduction in the CuO2 planes and activated out-of-plane conduction seem typical for most of the cuprate superconductors. The counteraction of overlap and charging energies ΔU*...

    J. Halbritter in Journal of Superconductivity (1998)

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    Article

    Nonlinear surface impedance in “low” and “high”T c superconductors

    The degradation of the surface impedanceZ = R + iX with rf power is a principal limit for measurements and applications. Such nonlinearities occur for normal conducting cavities by heating or electron loading. Bu...

    J. Halbritter in Journal of Superconductivity (1997)

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    Article

    Resonant tunneling and perpendicular conduction in cuprate conductors with varying O-content

    Anisotropy is inherent to layered cuprates with conduction mainly confined to the CuO2-planes, claimed to be the source of superconductivity. Resonant tunnel exchange for conduction parallel and perpendicular to ...

    J. Halbritter in Journal of Low Temperature Physics (1996)

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    Article

    Temperature dependence of surface impedance Z(T, ω) and mean free paths I(T) of YBCO-superconductors

    The surface impedance Z(T,ω) at 10 and 145 GHz and between 4 and 300 K is obtained experimentally. Z(Ta≤T≤Tc) is quantitatively fitted by the BCS theory with a mean free path I(T) increasing rapidely below Tc. Th...

    K. Numssen, R. Schwab, T. Jacobs, R. Heidinger in Journal of Low Temperature Physics (1996)

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    Article

    Granular superconductors and their intrinsic and extrinsic surface impedance

    High-frequency experiments depend sensitively on homogeneous and inhomogeneous “defects” in the normal and superconducting state. As homogeneous effects, the intrinsic scattering time is of great theoretical i...

    J. Halbritter in Journal of Superconductivity (1995)

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    Article

    On intrinsic and extrinsic effects in the surface impedance of cuprate superconductors

    Surface impedance measurements in the normal and superconducting state are an excellent method to study conduction electron dynamics and extended defects. Electron dynamics show up most clearly in the relaxati...

    J. Halbritter in Journal of Superconductivity (1992)

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    Article

    Submillimeter surface impedance and relaxation: A case study of quasi-two-dimensional YBa2Cu3Ox

    Surface impedance measurements in the normal and superconducting state are an excellent method to study the conduction electron dynamics in metals. This holds especially in the relaxation range, i.e., for dist...

    J. Halbritter in Journal of Superconductivity (1992)

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    Article

    The surface impedance of superconductors and normal conductors: The Mattis-Bardeen theory

    The contribution of the Mattis-Bardeen theory to the understanding of the surface impedance of superconductors and normal conductors is reviewed. The early theoretical and experimental studies of the surface i...

    J. P. Turneaure, J. Halbritter, H. A. Schwettman in Journal of Superconductivity (1991)