Abstract:
The temperature dependences of the upper critical field Bc2(T) and surface impedance Z(T) = R(T) + iX(T) have been measured in Ba1 − xKxBiO3 single crystals with transition temperatures 6 ≤ Tc ≤ 32 K (0.6 > x > 0.4). A transition from the BCS to an unusual type of superconductivity has been revealed: Bc2(T) curves of the crystals with Tc > 20 K have positive curvature (as in some HTSCs), and those of the crystals with Tc < 15 K described by the usual Werthamer-Helfand-Hohenberg (WHH) formula. The R(T) and X(T) dependences of the crystals with Tc ≈ 32 K and Tc ≈ 11 K in the temperature range T ≪ Tc are linear (as in HTSCs) and exponential (BCS), respectively. The experimental results are discussed using the extended saddle point model by Abrikosov.