Matches in SemOpenAlex for { <https://semopenalex.org/work/W1551749108> ?p ?o ?g. }
Showing items 1 to 64 of
64
with 100 items per page.
- W1551749108 abstract "ARRUDA, T. J.. Electromagnetic wave scattering by magnetic spheres and cylinders: waves confinement and transport in the small particle limit and independence of the stored energy with respect to the shape of the scatterer. Dissertation (Master) – Faculdade de Filosofia, Ciencias e Letras de Ribeirao Preto, Universidade de Sao Paulo, Ribeirao Preto/SP, 2010. Electromagnetic scattering by a sphere with arbitrary optical properties and radius, known as the Lorenz-Mie scattering, or by an infinite right circular cylinder can be solved analytically and is widely treated in the approach of dielectric scatterers. In the optical range, both embedding medium and scattering particle have the same magnetic permeability. The absence of magnetism in this spectral range leads to the equivalence between the relative refraction and impedance indices associated with the scatterers. However, in microwave or radio-frequency ranges, ferroand ferrimagnetic materials can exhibit extremely huge values of magnetic permeability, which reduce the optical impedance in comparison to the corresponding value of relative refraction index. One striking feature associated with the magnetism in the scatterer is that particles smaller than the wavelength (Rayleigh size region) can present large extinction cross sections in despite of their small geometric cross sections. This becomes physically possible the presence of morphology-dependent resonances in the electromagnetic energy within the scatterer even in size parameters region smaller than unity. In particular, we show that this time-averaged electromagnetic energy has, in the weak absorption regime, a simple functional relation with the incident wavelength and the scatterer absorption cross section which does not depend on the shape of the scatterer. In the multiple scattering regime, the energy-transport velocity can be estimated from the time-averaged electromagnetic energy stored in a single scatterer. Thereby, the validity of the universal relation between the internal energy-enhancement factor and the absorption cross section respective to an arbitrary scattering center (in the weak absorption regime) implies that the energy-transport velocity in disordered media can be evaluated in a simple way. From this approximation, we obtain that even in the Rayleigh size region the energy-transport velocity in disordered magnetic media is dramatically reduced, which consequently leads to a reduction of the diffusion coefficient of the photons. The analytical and numerical studies of the time-averaged electromagnetic energy within magnetic isotropic spheres and cylinders irradiated by plane waves are our aim in this Master’s degree dissertation." @default.
- W1551749108 created "2016-06-24" @default.
- W1551749108 creator A5001722582 @default.
- W1551749108 date "2015-11-11" @default.
- W1551749108 modified "2023-09-23" @default.
- W1551749108 title "Espalhamento de ondas eletromagnéticas por esferas e cilindros magnéticos: confinamento e transporte de ondas no limite de pequenas partículas e independência da energia armazenada com relação à forma do centro espalhador" @default.
- W1551749108 cites W1533231523 @default.
- W1551749108 cites W1661218384 @default.
- W1551749108 cites W1666853924 @default.
- W1551749108 cites W1972354809 @default.
- W1551749108 cites W1985736328 @default.
- W1551749108 cites W1992917895 @default.
- W1551749108 cites W2005949305 @default.
- W1551749108 cites W2006046812 @default.
- W1551749108 cites W2010872619 @default.
- W1551749108 cites W2015408750 @default.
- W1551749108 cites W2019140884 @default.
- W1551749108 cites W2031938695 @default.
- W1551749108 cites W2033438701 @default.
- W1551749108 cites W2046350457 @default.
- W1551749108 cites W2077229725 @default.
- W1551749108 cites W2080710628 @default.
- W1551749108 cites W2081338783 @default.
- W1551749108 cites W2090320773 @default.
- W1551749108 cites W2097653141 @default.
- W1551749108 cites W2120062331 @default.
- W1551749108 cites W2122765624 @default.
- W1551749108 cites W2128862273 @default.
- W1551749108 cites W2149160690 @default.
- W1551749108 cites W2169393206 @default.
- W1551749108 cites W2318053692 @default.
- W1551749108 cites W3172203838 @default.
- W1551749108 cites W573246575 @default.
- W1551749108 doi "https://doi.org/10.11606/d.59.2010.tde-22122010-103549" @default.
- W1551749108 hasPublicationYear "2015" @default.
- W1551749108 type Work @default.
- W1551749108 sameAs 1551749108 @default.
- W1551749108 citedByCount "0" @default.
- W1551749108 crossrefType "dissertation" @default.
- W1551749108 hasAuthorship W1551749108A5001722582 @default.
- W1551749108 hasBestOaLocation W15517491081 @default.
- W1551749108 hasConcept C121332964 @default.
- W1551749108 hasConcept C142362112 @default.
- W1551749108 hasConcept C15708023 @default.
- W1551749108 hasConceptScore W1551749108C121332964 @default.
- W1551749108 hasConceptScore W1551749108C142362112 @default.
- W1551749108 hasConceptScore W1551749108C15708023 @default.
- W1551749108 hasLocation W15517491081 @default.
- W1551749108 hasOpenAccess W1551749108 @default.
- W1551749108 hasPrimaryLocation W15517491081 @default.
- W1551749108 hasRelatedWork W1536502753 @default.
- W1551749108 hasRelatedWork W2740647293 @default.
- W1551749108 hasRelatedWork W2742816064 @default.
- W1551749108 hasRelatedWork W2902782467 @default.
- W1551749108 hasRelatedWork W2935759653 @default.
- W1551749108 hasRelatedWork W2997727571 @default.
- W1551749108 hasRelatedWork W3105167352 @default.
- W1551749108 hasRelatedWork W54078636 @default.
- W1551749108 hasRelatedWork W1501425562 @default.
- W1551749108 hasRelatedWork W2954470139 @default.
- W1551749108 isParatext "false" @default.
- W1551749108 isRetracted "false" @default.
- W1551749108 magId "1551749108" @default.
- W1551749108 workType "dissertation" @default.