Abstract :
The two-fluid model, coupled with London equations, which account for both perfect conductivity and perfect diamagnetism, is used to yield the classical model of superconductivity. The classical model fails at temperatures close to the critical temperature. Therefore, this paper suggests an improved model, in which the temperature dependence of the superconducting parameters, are evaluated using Ginzburg-Landau theory, only near Tc. The improved model is then applied to characterize high Tc superconductors; YBCO, for example. The improved model is verified by comparing the calculated parameters for different superconductors with the corresponding published data. The model is then used to predict the performance of superconducting TEM transmission lines. The analysis reveals how the superconducting lines are advantageous over their ohmic (copper, for example) counterparts because they not only reduce signal attenuation but also allow dispersionless wave propagation
Keywords :
Ginzburg-Landau theory; high-temperature superconductors; superconducting transition temperature; superconducting transmission lines; Ginzburg-Landau theory; TEM transmission lines; critical temperature; dispersionless wave propagation; high Tc superconductors; signal attenuation; superconducting transmission lines; two-fluid model; Conductivity; Couplings; Equations; High temperature superconductors; Predictive models; Superconducting transmission lines; Superconductivity; Temperature dependence; Transmission line theory; Yttrium barium copper oxide;