The effective dielectric response of a system of spherical inclusions embedded in an otherwise homogeneous matrix has been calculated using, in the Maxwell Garnett formula, a renormalized polarizability instead of the bare one (Phys. Rev. B 38, 5371 (1988)). This renormalized polarizability was given as a functional of the two- and three-particle distribution functions and results were presented for a very crude approximation of the three-particle distribution function. Here we extend these results and analyze the effects of the three-particle correlations by using the best available form of this functional. We compare our results with other theoretical approaches and recent numerical simulations
The three-particle correlation energy induced by the polarization effects in the ground state system...
We perform a numerical simulation in order to calculate the dielectric response, to a long wavelengt...
Thesis (Ph. D.)--University of Rochester. Institute of Optics, 1997.In composite materials the elect...
ABSTRACT. The optical response of a particle composed of a dielectric core surrounded by a densely p...
Optical response of a system of (nearly) identical polarizable particles, coupled by electromagnetic...
The optical response of a particle composed of a dielectric core surrounded by a densely packed shel...
The bulk macroscopic dielectric response of a disordered composite is calculated employing a large f...
International audienceIn this paper, we present an estimation of the conductivity of composites cons...
International audienceThe dielectric properties of composite materials consisting of a host matrix f...
In conventional approaches to the homogenization of random particulate composites, both the distribu...
We extended a previously developed diagrammatic formulation for the calculation of the effective die...
We consider an ensemble of identical semiconductor nanoparticles randomly embedded into dielectric m...
Mathematical modeling of composites made of a dielectric base and randomly oriented metal inclusions...
We extend the Green's function formalism in a binary 2D composite to 3D. Using the formalism, we inv...
We extend the Green's function formalism in a binary 2D composite to 3D. Using the formalism, w...
The three-particle correlation energy induced by the polarization effects in the ground state system...
We perform a numerical simulation in order to calculate the dielectric response, to a long wavelengt...
Thesis (Ph. D.)--University of Rochester. Institute of Optics, 1997.In composite materials the elect...
ABSTRACT. The optical response of a particle composed of a dielectric core surrounded by a densely p...
Optical response of a system of (nearly) identical polarizable particles, coupled by electromagnetic...
The optical response of a particle composed of a dielectric core surrounded by a densely packed shel...
The bulk macroscopic dielectric response of a disordered composite is calculated employing a large f...
International audienceIn this paper, we present an estimation of the conductivity of composites cons...
International audienceThe dielectric properties of composite materials consisting of a host matrix f...
In conventional approaches to the homogenization of random particulate composites, both the distribu...
We extended a previously developed diagrammatic formulation for the calculation of the effective die...
We consider an ensemble of identical semiconductor nanoparticles randomly embedded into dielectric m...
Mathematical modeling of composites made of a dielectric base and randomly oriented metal inclusions...
We extend the Green's function formalism in a binary 2D composite to 3D. Using the formalism, we inv...
We extend the Green's function formalism in a binary 2D composite to 3D. Using the formalism, w...
The three-particle correlation energy induced by the polarization effects in the ground state system...
We perform a numerical simulation in order to calculate the dielectric response, to a long wavelengt...
Thesis (Ph. D.)--University of Rochester. Institute of Optics, 1997.In composite materials the elect...