Engineering photonic band gap in 1D phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghod
In this paper photonic band gaps of 1D photonic crystal are compared by using transfer matrix method and Fresnel coefficients method. In Fresnel coefficients method, the refractive indices of each layer and incidence light angle to the surface are used for calculating Fresnel coefficients, and then...
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Isfahan University of Technology
2014-11-01
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doaj-a5e13eae54e64d91b5c1d8f1302fce9d2020-11-24T22:35:43ZengIsfahan University of TechnologyIranian Journal of Physics Research1682-69572014-11-01142139146Engineering photonic band gap in 1D phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghodA Rahmatnezamabad0S Roshanentezar1H Afkhami2B Rahmatnezamabad3 Physics Faculty, Tabriz University, Tabriz, Iran Physics Faculty, Tabriz University, Tabriz, Iran Physics Department, Azarbaijan Shahid Madani University, Tabriz, Iran Physics Department, Mohaghegh Ardabili University, Ardabil, Iran In this paper photonic band gaps of 1D photonic crystal are compared by using transfer matrix method and Fresnel coefficients method. In Fresnel coefficients method, the refractive indices of each layer and incidence light angle to the surface are used for calculating Fresnel coefficients, and then the necessary and sufficient condition for a 100% reflection from the surface of double layer dielectrics is applied in such a way that reflection coefficient tends to unity so that photonic band gaps are determined. But in transfer matrix method there are some complications needed for solving quadratic partial differential equations and applying continuity of tangent components of fields and Bloch’s condition, though the results are the samehttp://ijpr.iut.ac.ir/browse.php?a_code=A-10-1-649&slc_lang=en&sid=1photonic crystals Fresnel coefficients reflection coefficient transfer matrix band gap |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
A Rahmatnezamabad S Roshanentezar H Afkhami B Rahmatnezamabad |
spellingShingle |
A Rahmatnezamabad S Roshanentezar H Afkhami B Rahmatnezamabad Engineering photonic band gap in 1D phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghod Iranian Journal of Physics Research photonic crystals Fresnel coefficients reflection coefficient transfer matrix band gap |
author_facet |
A Rahmatnezamabad S Roshanentezar H Afkhami B Rahmatnezamabad |
author_sort |
A Rahmatnezamabad |
title |
Engineering photonic band gap in 1D phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghod |
title_short |
Engineering photonic band gap in 1D phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghod |
title_full |
Engineering photonic band gap in 1D phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghod |
title_fullStr |
Engineering photonic band gap in 1D phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghod |
title_full_unstemmed |
Engineering photonic band gap in 1D phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghod |
title_sort |
engineering photonic band gap in 1d phonic crystals using fresnel coefficients and comparing with the results of transfer matrix meghod |
publisher |
Isfahan University of Technology |
series |
Iranian Journal of Physics Research |
issn |
1682-6957 |
publishDate |
2014-11-01 |
description |
In this paper photonic band gaps of 1D photonic crystal are compared by using transfer matrix method and Fresnel coefficients method. In Fresnel coefficients method, the refractive indices of each layer and incidence light angle to the surface are used for calculating Fresnel coefficients, and then the necessary and sufficient condition for a 100% reflection from the surface of double layer dielectrics is applied in such a way that reflection coefficient tends to unity so that photonic band gaps are determined. But in transfer matrix method there are some complications needed for solving quadratic partial differential equations and applying continuity of tangent components of fields and Bloch’s condition, though the results are the same |
topic |
photonic crystals Fresnel coefficients reflection coefficient transfer matrix band gap |
url |
http://ijpr.iut.ac.ir/browse.php?a_code=A-10-1-649&slc_lang=en&sid=1 |
work_keys_str_mv |
AT arahmatnezamabad engineeringphotonicbandgapin1dphoniccrystalsusingfresnelcoefficientsandcomparingwiththeresultsoftransfermatrixmeghod AT sroshanentezar engineeringphotonicbandgapin1dphoniccrystalsusingfresnelcoefficientsandcomparingwiththeresultsoftransfermatrixmeghod AT hafkhami engineeringphotonicbandgapin1dphoniccrystalsusingfresnelcoefficientsandcomparingwiththeresultsoftransfermatrixmeghod AT brahmatnezamabad engineeringphotonicbandgapin1dphoniccrystalsusingfresnelcoefficientsandcomparingwiththeresultsoftransfermatrixmeghod |
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1725723030774087680 |