IB054. The general mathematical treatment for the electrostatic polarizability will be presented in terms of scattering potentials. The case of a power-law profile and a new class of permittivity profiles that exhibit an exponential-radial dependence are considered. The presented theoretical results can open multiple avenues towards the exploration/implementation of scatterers with more exotic permittivity profiles for RF/optics and remote sensing applications.Peer reviewe
Based on full-wave electromagnetic theory, we derive the zero-forward and zero-backward scattering c...
A classical way for exploring the scattering behavior of a small sphere is to approximate Mie coeffi...
The selection of the type of the structured beam is great importance in the study of optical and fir...
IB054. The general mathematical treatment for the electrostatic polarizability will be presented in ...
In this work the polarizability of a subwavelength core-shell sphere is considered, where the shell ...
Light scattering by a subwavelength sphere exhibiting radially inhomogeneous permittivity is here pr...
Because of its perfect isotropy, an electrically small homogeneous sphere is an important building b...
Light scattering by a small spherical particle, a central topic for electromagnetic scattering theor...
Light scattering by a small spherical particle, a central topic for electromagnetic scattering theor...
In this article, we study the emergence of polarization singularities in the scattering of optical r...
© 2018 IEEE. Forward and backward scattering from subwavelength dielectric spheres is analyzed in a ...
It is possible to relate the response of a sphere to an applied uniform static electric field with t...
A general method for the calculation of the polarizability of a truncated spherical particle on a su...
International audienceThe plasmonic resonant condition, associated with scattering maximization, is ...
International audienceMagnetodielectric small spheres present unusual electromagnetic scattering fea...
Based on full-wave electromagnetic theory, we derive the zero-forward and zero-backward scattering c...
A classical way for exploring the scattering behavior of a small sphere is to approximate Mie coeffi...
The selection of the type of the structured beam is great importance in the study of optical and fir...
IB054. The general mathematical treatment for the electrostatic polarizability will be presented in ...
In this work the polarizability of a subwavelength core-shell sphere is considered, where the shell ...
Light scattering by a subwavelength sphere exhibiting radially inhomogeneous permittivity is here pr...
Because of its perfect isotropy, an electrically small homogeneous sphere is an important building b...
Light scattering by a small spherical particle, a central topic for electromagnetic scattering theor...
Light scattering by a small spherical particle, a central topic for electromagnetic scattering theor...
In this article, we study the emergence of polarization singularities in the scattering of optical r...
© 2018 IEEE. Forward and backward scattering from subwavelength dielectric spheres is analyzed in a ...
It is possible to relate the response of a sphere to an applied uniform static electric field with t...
A general method for the calculation of the polarizability of a truncated spherical particle on a su...
International audienceThe plasmonic resonant condition, associated with scattering maximization, is ...
International audienceMagnetodielectric small spheres present unusual electromagnetic scattering fea...
Based on full-wave electromagnetic theory, we derive the zero-forward and zero-backward scattering c...
A classical way for exploring the scattering behavior of a small sphere is to approximate Mie coeffi...
The selection of the type of the structured beam is great importance in the study of optical and fir...