TE and TM-polarized nonlinear guided waves in planar superlattice transmission lines

Using the nonlinear theory involving exact-solution of the model for layered superconducting structures S-N(D)-S type with Josephson bond, the authors are investigated polarized nonlinear waves propagating in a symmetric layered medium. The system under consideration consists of a dielectric film of thickness dn, with a symmetric layered medium. The system under consideration consists of a dielectric film of thickness dn, with a linear dielectric constant ε₁ bounded at two sides (superconductors with effective layer of thickness 2λ_J) by a nonlinear medium characterized by diagonal dielectric tensor ε₁₁=ε₂₂̃|E| ². It was found new effects for the solvable model in the form of elliptic functions in computer simulation such as: The change of the power P from the number N (n) of fluxons on every n layer is observed. The authors found correlations between number fluxons N and the power P, for longitudinal even and odd modes n₂. The regularities of the evolution electrical power P as a function n for change of the parameter n₂ are revealed and where are shown fronts of phase locking. A similar pattern is observed and for two-dimensional power P (n, (v) ) as a function n and (v) , where the ranges of phase locking are identified for the longitudinal odd modes n₂. Usage of phase locking for layered structure is possible to realize for limiting values of sensitivity in many devices such as devices with low and upper threshold, electromagnetic layered switches, volt standards, frequency standards and other.