A planar current is generally divided into a radiating part that mainly generates propagation
fields and a non-radiating part that mainly generates evanescent fields. This paper proposes …

A sphere excited by an interior point source or a point dipole gives a simplified yet realistic
model for studying a variety of applications in medical imaging. We suppose that there is an …

A layered medium is excited by $ N $ external or internal point sources. Boundary-value
problems for the generated acoustic waves are formulated. General scattering and optical …

An efficient progressive methodology is presented for the computation of multi-scattering of
electromagnetic waves by a multilayered concentric nanoparticle. Instead of solving a large …

A piecewise homogeneous spherical medium is excited by an external or internal electric
dipole with arbitrary location and polarization. The dyadic Green's function of the medium is …

This paper deals with the investigation of the direct and the inverse electromagnetic
scattering problem by a piecewise homogeneous sphere, excited by an interior or exterior …

Acoustic excitation of a layered sphere by $ N $ external and internal point sources is
considered. The direct problem is solved by developing a T-Matrix method leading to the …

A layered sphere is excited by an acoustic point source arbitrarily located inside or outside
the sphere. First, the direct scattering problem is solved analytically by developing a …

The interior low-frequency electromagnetic dipole excitation of a dielectric sphere is utilized
as a simplified but realistic model in various biomedicai applications. Motivated by these …

A piecewise-homogeneous medium, consisting of anisotropic layers, is excited by a primary
spherical sound wave due to a point source lying in the exterior of the medium or in one of …