Advanced Studies in the Mathematical Theory of Scattering, Volume 3

Jean-Michel L. Bernard is a former Research Director at the CEA, France, and an associate researcher at the CMLA-ENS, Paris-Saclay, France. Currently, he is a senior member of the IEEE engineering association. His research interests include the evaluation of electromagnetic fields scattered by complex objects, especially by analytical and semi-analytical technics.

• Introduction xvChapter 1 A Global Method for the Scattering by a Multimode Plane with Arbitrary Primary Sources and Complete Series with Error Functions 1Chapter 2 Diffraction by an Impedance Curved Wedge with Arbitrary Angle and Uniform Higher Order Asymptotics 39Chapter 3 Spectral Equations for Scattering by Impedance Polygons: Properties and Solutions 81Chapter 4. Advanced Properties of Spectral Functions in Frequency and Time Domains for Diffraction by a Wedge-shaped Region 137Chapter 5 General Integral Identities for Bianisotropic Media and Related Equations, Properties and Coupling Expressions 201Chapter 6. Exact and Asymptotic Reductions of Surface Radiation Integrals with Complex Exponential Arguments to Efficient Contour Integrals 251Index 337