Electromagnetic Scattering Resonances of Quasi-1-D Nanoribbons

N − d scattering including electromagnetic forces

The electromagnetic potential consisting in the Coulomb plus the magnetic moment interactions between two nucleons is studied in nucleon-deuteron scattering. For states in which the relative N − d angular momentum L has low values the three–nucleon problem has been solved using the correlated hyperspherical harmonic expansion basis. For states in which the angular momentum L has large values, e...

An analysis of electromagnetic scattering from finite-width strips

Parallel Computation of 3-d Electromagnetic Scattering Using Finite Elements

The finite element method (FEM) with local absorbing boundary conditions has been recently applied to compute electromagnetic scattering from large 3-D geometries. In this paper, we present details pertaining to code implementation and optimization. Various types of sparse matrix storage schemes are discussed and their performance is examined in terms of vectorization and net storage requiremen...

Quasi-linear approximation in 3-D electromagnetic modeling

The Born approximation in electromagnetic (EM) numerical modeling has limited application for solving 3-D electromagnetic induction problems, because in structures with high conductivity contrasts and at high frequencies, this approximation is inaccurate. In this paper, we develop a new and relatively simple approxi­ mation for the EM field called a quasi-linearapproxima­ tion, which is based o...

Applications of boundary integral equation methods in 3 D electromagnetic scattering 1

This paper is concerned with the application of boundary integral equation method to the electromagnetic scattering of a perfect conductor in the three dimensional space. A collocation method is employed for the magnetic eld integral equation and error estimates are derived. Fareld patterns and radar cross sections are computed for various wave numbers in the case of sphere. Numerical experimen...