Photonic band structures explored in the past 12 years were mainly fabricat
ed from dielectric materials, typically used in the semiconductor technolog
y. However, we foresee novel applications and interesting possibilities by
incorporating the photonic crystals concept into superconducting devices. I
n this paper, we study the band structure of a non-dissipative superconduct
or-dielectric superlattice using the two-fluid model. We apply the dispersi
on relations in both layers of the superlattice to the transcendental equat
ion for a double-layer superlattice, from which we compute the bandgap stru
cture for the dielectric-superconducting superlattice. Computation results
show the existence of dispersion-curve splitting similar to the phonon-pola
riton case in addition to the low-frequency gap similar to the plasma-frequ
ency gap. The polariton gap size is characterized by polarization and the p
enetration depth, and highly dependent on temperature at the vicinity of su
perconducting transition temperature. Our analysis shows that the propertie
s of this material structure may have application in optical region if extr
emely low relaxation time superconductor is used. This may be an asset for
superconducting electronics-photonics integration. (C) 1999 Published by El
sevier Science B.V. All rights reserved.