Abstract

Microwave surface resistance of superconducting films with grain boundaries (GBs) is theoretically investigated as the functions of the critical current density J/sub cj/ at GB junctions and of the film thickness d. The two-fluid model is used for electrical current in the grains, whereas the Josephson-junction model is adopted for tunneling current across GBs. Theoretical expressions of the surface resistance R/sub sf/ are obtained not only for weakly coupled GBs with small J/sub cj/ but also for strongly coupled GBs with large J/sub cj/. The results show that R/sub sf/ nonmonotonically depends on the critical current density J/sub cj/ at GB junctions, and R/sub sf/ of superconductors with GBs can be smaller than the surface resistance for ideal homogeneous superconductors without GB. The R/sub sf/ is proportional to 1/d for thin films of d/spl Lt/d/sub cr/ and R/sub sf/ is independent of d for thick slabs of d/spl Gt/d/sub cr/, where the crossover thickness d/sub cr/ is much larger than 2/spl lambda/ (where /spl lambda/ is the London penetration depth) for weakly coupled GBs.

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