Optical properties of Fibonacci Quasi-periodic One-Dimensional Photonic Crystals Contain anomalous dispersive Materials

【Author】

Kun Zhang;Jiangting Li;Kunning Liang;

【Abstract】

The optical properties of Fibonacci quasi-periodic one-dimensional photonic crystals(1DPCs) containing anomalous dispersive materials are theoretically studied.The real and imaginary parts of the epsilon in this anomalous dispersive material are simulated at different concentrations.It is found that the effects of the anomalous dispersion changed strongly by the increasing of concentrations.In contrast to Fibonacci 1DPCs containing two positive index materials,there are some new sharp bands appearing at the original band edge.In addition,the new sharp band next to the original band edge increases as the period increase.When the incidence angle is increased from 0° to 30°,the transmission spectra of the anomalous dispersive material in Fibonacci appears blue shift.

【Keywords】

real;In;Optical properties of Fibonacci Quasi-periodic One-Dimensional Photonic Crystals Contain anomalous dispersive Materials;

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