77 research outputs found

    Effects of stoichiometry, purity, etching and distilling on resistance of MgB2 pellets and wire segments

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    We present a study of the effects of non-stoichiometry, boron purity, wire diameter and post-synthesis treatment (etching and Mg distilling) on the temperature dependent resistance and resistivity of sintered MgB2 pellets and wire segments. Whereas the residual resistivity ratio (RRR) varies between RRR \~ 4 to RRR > 20 for different boron purity, it is only moderately affected by non-stoichiometry (from 20% Mg deficiency to 20% Mg excess) and is apparently independent of wire diameter and presence of Mg metal traces on the wire surface. The obtained set of data indicates that RRR values in excess of 20 and residual resistivities as low as rho{0} ~ 0.4 mu Ohm cm are intrinsic material properties of high purity MgB2

    Carbon doping of superconducting magnesium diboride

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    We present details of synthesis optimization and physical properties of nearly single phase carbon doped MgB2 with a nominal stoichiometry of Mg(B{0.8}C{0.2})2 synthesized from magnesium and boron carbide (B4C) as starting materials. The superconducting transition temperature is ~ 22 K (~ 17 K lower than in pure MgB2). The temperature dependence of the upper critical field is steeper than in pure MgB2 with Hc2(10K) ~ 9 T. Temperature dependent specific heat data taken in different applied magnetic fields suggest that the two-gap nature of superconductivity is still preserved for carbon doped MgB2 even with such a heavily suppressed transition temperature. In addition, the anisotropy ratio of the upper critical field for T/Tc ~ 2/3 is gamma ~ 2. This value is distinct from 1 (isotropic) and also distinct from 6 (the value found for pure MgB2).Comment: 11 pages, 13 figures, submitted to Physica

    Effects of Boron Purity, Mg Stoichiometry and Carbon Substitution on Properties of Polycrystalline MgB2_{2}

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    By synthesizing MgB2_{2} using boron of different nominal purity we found values of the residual resistivity ratio (RRR=R(300K)/R(42K)RRR = R(300 K) / R(42 K)) from 4 to 20, which covers almost all values found in literature. To obtain high values of RRRRRR, high purity reagents are necessary. With the isotopically pure boron we obtained the highest RRRRRR \sim 20 for the stoichiometric compound. We also investigated Mgx_{x}11^{11}B2_{2} samples with 0.8 <x<< x < 1.2. For the range Mg0.8_{0.8}11^{11}B2_{2} up to Mg1.2_{1.2}11^{11}B2_{2} we found average values of RRRRRR between 14 and 24. For smaller variations in stoichiometry (x=1±0.1x=1\pm 0.1) RRR=18±3RRR = 18 \pm 3. All of our data point to the conclusion that high RRRRRR (20\sim 20) and low ρ0\rho_{0} (0.4μΩcm\leq 0.4 \mu \Omega cm) are intrinsic material properties associated with high purity MgB2_{2}. In addition we have performed initial work on optimizing the formation of carbon doped MgB2_{2} via the use of B4_{4}C. Nearly single phase material can be formed by reaction of nominal Mg(B0.8_{0.8}C0.2_{0.2})2_{2} for 24 hours at 1200C1200^{\circ}C. The TcT_{c} for this composition is between 21.9K21.9 K and 22.7K22.7 K (depending on criterion).Comment: accepted to Physica C, special MgB2 issu

    An Overview of the Basic Physical Properties of MgB2_2

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    The basic physical properties of MgB2_2 have been well established over the past two years of intensive research. At this point there is a general consensus about the values for the isotope shift, critical fields, most of the salient length scales, and general anisotropies. In this paper we will review the determination of these parameters and set the stage for further, more detailed discussions of specific aspects of the physics of MgB2_2.Comment: accepted to Physica C, special MgB2 iss

    Effect of pressure on the superconducting transition temperature of doped and neutron-damaged MgB2

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    Measurements of the superconducting transition temperatures for Al-doped, C-doped and neutron-damaged-annealed MgB2 samples under pressure up to ~8 kbar are presented. The dT_c/dP values change systematically with the decrease of the ambient pressure T_c in a regular fashion. The evolution of the pressure derivatives can be understood assuming that the change in phonon spectrum is a dominant contribution to dT_c/dP

    Anisotropy parameters of superconducting MgB2_2

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    Data on macroscopic superconducting anisotropy of MgB2_2 are reviewed. The data are described within a weak coupling two-gaps anisotropic s-wave model of superconductivity. The calculated ratio of the upper critical fields γH=Hc2,ab/Hc2,c\gamma_H=H_{c2,ab}/H_{c2,c} increases with decreasing temperature in agreement with available data, whereas the calculated ratio of London penetration depths γλ=λc/λab\gamma_{\lambda}=\lambda_c/\lambda_{ab} decreases to reach 1.1\approx 1.1 at T=0. Possible macroscopic consequences of γλγH\gamma_{\lambda}\ne\gamma_H are discussed.Comment: accepted to Physica C, special MgB2 issu

    Titanium additions to MgB2 conductors

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    A series of doping experiments are reported for MgB2 conductors that have been synthesized using doped boron fibers prepared by chemical vapor deposition(CVD) methods. Undoped MgB2 samples prepared from CVD prepared fibers consistently give critical current densities, Jc, in the range of 500,000 A/cm^2 in low field at 5K. These values fall by a factor of about 100 as the magnetic field increases to 3T. For heavily Ti-doped boron fibers where the B/Ti ratio is comparable to 1, there is a substantial suppression of both Tc, superconducting volume fraction, and Jc values. If, however, a sample with a few percent Ti in B is deposited on a carbon coated SiC substrate and reacted at 1100 degrees C for 15 min, then Tc is suppressed only a couple of degrees Kelvin and critical current densities are found to be approximately 2-5 x 10^6 A/cm^2 for superconducting layers ranging from 4-10 micrometers thick. These materials show Jc values over 10,000 A/cm^2 at 25K and 1.3 T.Comment: 10 pages, 6 figure

    Macroscopic anisotropy in superconductors with anisotropic gaps

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    It is shown within the weak-coupling model that the macroscopic superconducting anisotropy for materials with the gap varying on the Fermi surface cannot be characterized by a single number, unlike the case of clean materials with isotropic gaps. For clean uniaxial materials, the anisotropy parameter γ(T)\gamma (T) defined as the ratio of London penetration depths, λc/λab\lambda_c/\lambda_{ab}, is evaluated for all TT's. Within the two-gap model of MgB2_2, γ(T)\gamma (T) is an increasing function of TT.Comment: 4 pages, 2 figure

    Effects of C, Cu and Be substitutions in superconducting MgB2

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    Density functional calculations are used to investigate the effects of partial substitutional alloying of the B site in MgB2 with C and Be alone and combined with alloying of the Mg site with Cu. The effect of such substitutions on the electronic structure, electron phonon coupling and superconductivity are discussed. We find that Be substitution for B is unfavorable for superconductivity as it leads to a softer lattice and weaker electron-phonon couplings. Replacement of Mg by Cu leads to an increase in the stiffness and doping level at the same time, while the carrier concentration can be controlled by partial replacement of B by C. We estimate that with full replacement of Mg by Cu and fractional substitution of B by C, Tc values of 50K may be attainable.Comment: 5 pages, 4 figure

    Superconductivity in MgB_2 doped with Ti and C

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    Measurements of the superconducting upper critical field, H_{c2}, and critical current density, J_c, have been carried out for MgB_2 doped with Ti and/or C in order to explore the problems encountered if these dopants are used to enhance the superconducting performance. Carbon replaces boron in the MgB_2 lattice and apparently shortens the electronic mean free path thereby raising H_c2. Titanium forms precipitates of either TiB or TiB_2 that enhance the flux pinning and raise J_c. Most of these precipitates are intra-granular in the MgB_2 phase. If approximately 0.5% Ti and approximately 2% C are co-deposited with B to form doped boron fibers and these fibers are in turn reacted in Mg vapor to form MgB_2, the resulting superconductor has H_{c2}(T=0) ~ 25 T and J_c ~ 10,000 A/cm**2 at 5 K and 2.2 T.Comment: 11 pages, 10 figure
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