0000000000299194

AUTHOR

Ricardo A. Depine

showing 5 related works from this author

Interaction between non-Bragg band gaps in 1D metamaterial photonic crystals

2009

We consider periodic multilayers combining ordinary positive index materials and dispersive metamaterials with negative index in some frequency range. These structures can exhibit photonic band gaps which, in contrast with the usual Bragg gaps, are not based on interference mechanisms. We focus on effects produced by the interaction between non-Bragg gaps of different nature: a) the zero averaged refractive index, b) the zero permeability and c) the zero permittivity gaps. Our analysis highlights the role played by the unavoidable dispersive character of metamaterials. We show that the degree of overlap between these bands can be varied by a proper selection of the constructive parameters, …

PhysicsPermittivitybusiness.industryBand gapWave propagationPhysics::OpticsMetamaterialPolarization (waves)Atomic and Molecular Physics and OpticsPhotonic metamaterialOpticsbusinessRefractive indexPhotonic crystalOptics Express
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Zero permeability and zero permittivity band gaps in 1D metamaterial photonic crystals

2007

We consider layered heterostructures combining ordinary positive index materials and dispersive metamaterials. We show that these structures can exhibit a new type of photonic gap around frequencies where either the magnetic permeability \mu or the electric permittivity \epsilon of the metamaterial is zero. Although the interface of a semi-infinite medium with zero refractive index (a condition attained either when \mu= 0 or when \epsilon= 0) is known to give full reflectivity for all incident polarizations, here we show that a gap corresponding to \mu = 0 occurs only for TE polarized waves, whereas a gap corresponding to \epsilon = 0 occurs only for TM polarized waves. These band gaps are …

PermittivityPhysicsCondensed matter physicsbusiness.industryBand gapOtras Ciencias QuímicasNonlinear metamaterialsPHOTONIC CRYSTALSCiencias QuímicasFOS: Physical sciencesGeneral Physics and AstronomyMetamaterialTunable metamaterialsPhysics::OpticsPhotonic metamaterialNEGATIVE INDEXNEGATIVE REFRACTIONOpticsNegative refractionMETAMATERIALSbusinessCIENCIAS NATURALES Y EXACTASOptics (physics.optics)Photonic crystalPhysics - Optics
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Diffraction by fractal metallic supergratings.

2007

The reflectance of corrugated surfaces with a fractal distribution of grooves is investigated. Triadic and polyadic Cantor fractal distributions are considered, and the reflected intensity is compared with that of the corresponding periodic structure. The self-similarity property of the response is analyzed when varying the depth of the grooves and the lacunarity parameter. The results confirm that the response is self-similar for the whole range of depths considered, and this property is also maintained for all values of the lacunarity parameter. © 2007 Optical Society of America. Fil: Skigin, Diana Carina. Consejo Nacional de Investigaciones Científicas y Técnicas. Oficina de Coordinación…

DiffractionMaterials scienceScatteringbusiness.industryCiencias Físicas//purl.org/becyt/ford/1.3 [https]Polarization (waves)ReflectivityAtomic and Molecular Physics and OpticsAstronomía//purl.org/becyt/ford/1 [https]MetalOpticsFractalLacunarityvisual_artvisual_art.visual_art_mediumReflection coefficientbusinessCIENCIAS NATURALES Y EXACTASOptics express
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Role of dispersion on zero-average-index bandgaps

2009

We consider periodic multilayers combining ordinary positive index materials and dispersive metamaterials with negative index in some frequency ranges. These structures can exhibit photonic bandgaps which, in contrast with the usual Bragg gaps, are not based on interference mechanisms. Changing the dispersion models for the constituent metamaterial, we investigate its role in the production of zero-average-index bandgaps. In particular, we show the effect of each constitutive parameter on both bandgap edges. Finally, we give some approximated analytical expressions in terms of average parameters for the determination of the upper and lower limits of the zero-average refractive-index bandgap…

PhysicsCondensed matter physicsbusiness.industryWave propagationBand gapCiencias FísicasPHOTONIC CRYSTALSPhysics::OpticsMetamaterialStatistical and Nonlinear PhysicsInterference (wave propagation)Atomic and Molecular Physics and OpticsNEGATIVE INDEXAstronomíaCondensed Matter::Materials ScienceOpticsPHOTONIC BAND GAPNegative refractionDispersion (optics)MULTILAYERSPhotonicsbusinessRefractive indexCIENCIAS NATURALES Y EXACTAS
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m-bonacci metamaterial multilayers: location of the zero-average index bandgap edges

2009

We examine quasiperiodic multilayers arranged in m-bonacci sequences, which combine ordinary positiveindex materials and dispersive metamaterials with negative index in a certain frequency range. When the volume-averaged refractive index of the nonperiodic multilayer equals zero, the structure does not propagate light radiation and exhibits a forbidden band. We identify some analytical expressions to determine the upper and lower limits of the above zero-average refractive-index bandgap. We recognize that these limits are not explicitly dependent on the geometrical parameters of the stack of layers. © 2009 Optical Society of America. Fil: Monsoriu, J.A.. Universidad Politécnica de Valencia;…

PhysicsFibonacci numberbusiness.industryBand gapCiencias FísicasPHOTONIC CRYSTALSPhysics::OpticsMetamaterialFIBONACCIAtomic and Molecular Physics and OpticsNEGATIVE INDEXAstronomíaOpticsStack (abstract data type)METAMATERIALSQuasiperiodic functionReflection coefficientbusinessRefractive indexCIENCIAS NATURALES Y EXACTASPhotonic crystal
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