2001
DOI: 10.1109/50.971692
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Flat-top response in one-dimensional magnetic photonic bandgap structures with Faraday rotation enhancement

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Cited by 102 publications
(64 citation statements)
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“…For numerical calculations of T and F in a two-defect MPC we studied the structure, composed of the materials as in Ref. 9. The magnetic layers M are assumed to be Cedoped yttrium iron garnet ͑YIG͒, Ce:YIG, with n YIG = 2.21 at = 1.55 m and the off-diagonal component of the permittivity tensor ⑀Ј= 0.009 at = 1.55 m. The nonmagnetic layers N are considered to be gadolinium gallium garnet ͑GGG͒ with n GGG = 1.926 at = 1.55 m.…”
mentioning
confidence: 99%
“…For numerical calculations of T and F in a two-defect MPC we studied the structure, composed of the materials as in Ref. 9. The magnetic layers M are assumed to be Cedoped yttrium iron garnet ͑YIG͒, Ce:YIG, with n YIG = 2.21 at = 1.55 m and the off-diagonal component of the permittivity tensor ⑀Ј= 0.009 at = 1.55 m. The nonmagnetic layers N are considered to be gadolinium gallium garnet ͑GGG͒ with n GGG = 1.926 at = 1.55 m.…”
mentioning
confidence: 99%
“…The above expression determines two elliptically polarized waves with the electric field vector circumscribing cone surfaces with the elliptical basis and opening semi-angle (10) At the same time,…”
Section: Theorymentioning
confidence: 99%
“…According to Eq. (14), it can be realized that for these microcavity structures the resonance wavelengths are equivalent with the corresponding design wavelengths. The transmittance and FR spectra of the separated microcavity structures are represented in Fig.…”
Section: A Multiple Magnetophotonic Heterostructurementioning
confidence: 99%
“…Ce:YIG is used because it turns out to be one of the most attractive materials for practical applications due to low absorption in infrared region and large MO responses. The dielectric permittivity of SiO 2 is ε A = 2.19 and the magnetic Ce:YIG layer has dielectric tensor elements ε xx = 4.884 and ε xy = 0.009 i at telecommunication wavelength λ = 1.55 µm [14]. As it is understood from the dielectric constants, in the infrared region of electromagnetic spectrum these materials can be considered lossless, with a very good approximation.…”
Section: By 4 Transfer Matrix Formalismmentioning
confidence: 99%