Add to ORKGWe establish an asymptotic representation formula for the steady state voltage perturbations caused by low volume fraction internal conductivity inhomogeneities. This formula generalizes and unifies earlier formulas derived for special geometries and distributions of inhomogeneities
Abstract. We derive high-order terms in the asymptotic expansions of the boundary perturbations of s...
Green's theorem is used to derive two sets of expressions for the quasi-static potential distributio...
AbstractWe consider solutions to the time-harmonic Maxwell Equations. For such solutions we provide ...
We establish an asymptotic representation formula for the steady state voltage perturbations caused ...
We establish an asymptotic representation formula for the steady state voltage perturbations caused ...
We recently derived a very general representation formula for the boundary voltage perturbations cau...
AbstractWe establish an asymptotic expansion of the steady-state voltage potentials in the presence ...
We recently derived a very general representation formula for the boundary voltage perturbations cau...
AbstractWe consider an electrically conducting medium with conductivity inhomogeneities in the form ...
We consider an electrically conducting medium with conductivity inhomogeneities in the form of sheet...
We consider a conducting body with complex valued admit-tivity containing a finite number of well sep...
We first review some recent representation formulas for the boundary voltage perturbation arising as...
We derive asymptotic formulas for two dimensional steady state voltage potentials associated with th...
AbstractWe carefully derive accurate asymptotic expansions of the steady-state voltage potentials in...
In several practically interesting applications of electromagnetic scattering theory like, e.g., sca...
Abstract. We derive high-order terms in the asymptotic expansions of the boundary perturbations of s...
Green's theorem is used to derive two sets of expressions for the quasi-static potential distributio...
AbstractWe consider solutions to the time-harmonic Maxwell Equations. For such solutions we provide ...
We establish an asymptotic representation formula for the steady state voltage perturbations caused ...
We establish an asymptotic representation formula for the steady state voltage perturbations caused ...
We recently derived a very general representation formula for the boundary voltage perturbations cau...
AbstractWe establish an asymptotic expansion of the steady-state voltage potentials in the presence ...
We recently derived a very general representation formula for the boundary voltage perturbations cau...
AbstractWe consider an electrically conducting medium with conductivity inhomogeneities in the form ...
We consider an electrically conducting medium with conductivity inhomogeneities in the form of sheet...
We consider a conducting body with complex valued admit-tivity containing a finite number of well sep...
We first review some recent representation formulas for the boundary voltage perturbation arising as...
We derive asymptotic formulas for two dimensional steady state voltage potentials associated with th...
AbstractWe carefully derive accurate asymptotic expansions of the steady-state voltage potentials in...
In several practically interesting applications of electromagnetic scattering theory like, e.g., sca...
Abstract. We derive high-order terms in the asymptotic expansions of the boundary perturbations of s...
Green's theorem is used to derive two sets of expressions for the quasi-static potential distributio...
AbstractWe consider solutions to the time-harmonic Maxwell Equations. For such solutions we provide ...