Ny. Fogel et al., QUASI-PERIODIC SUPERCONDUCTING V ZR MULTILAYERS - CRITICAL MAGNETIC-FIELDS AND CROSSOVER/, Low temperature physics (Woodbury, N.Y.), 24(8), 1998, pp. 551-554
Critical magnetic fields parallel and perpendicular to the planes of q
uasiperiodic superconducting Fibonacci multilayers (ML) consisting of
vanadium and zirconium are measured. The temperature dependence of the
parallel critical field H-c parallel to displays two crossovers. The
H-c parallel to(T) dependence is of square-root type in the vicinity o
f the transition temperature T-c and linear at low temperatures. Betwe
en these temperature intervals, the dependence follows a power law: H(
c parallel to)similar to(1-T/T-c)(alpha), alpha = 0,78+/-0,02. The com
plex nature of this dependence can be explained in the framework of th
e Ginzburg-Landau theory for a quasiperiodic ML, as well as by the sca
ling theory for fractal multilayers which takes into account the diffe
rent structure length scales in the case of ML with a complex sequence
of layers. (C) 1998 American Institute of Physics. [S1063-777X(98)004
08-3].