PRAMANA-JOURNAL OF PHYSICS, cilt.61, sa.3, ss.611-616, 2003 (SCI-Expanded)
Two-band Ginzburg-Landau (TB G-L) equations for a bulk MgB2 were solved analytically to determine the temperature dependence of surface critical magnetic field H-c3(T). It is shown that H-c3(T) has the same temperature dependence with H-c2(T), similar to the case of a single-band superconductor, H-c3(T) = 1.66 H-c2(T). We use an elimination procedure for the decoupling of G-L equations of two-band superconductivity, which eases the calculations. It is expected that the temperature dependence for H-c3(T) gives positive curvature near T-c.