Diffraction theory

Alpha Science International

2008

x, 215 p.

Alpha Science series on wave phenomena

9781842653104

1. Introduction and Historic Remarks 2. Diffraction Problem in Angular Domains 3. Solution of the Helmholtz Equation by the Sommerfeld Integral 4. Sommerfeld Integral in the Problem of the Plane-Wave Diffraction by a Perfect Wedge 5. Sommerfeld Diffraction Problem on a Riemann Surface and the Uniform Far-Field Asymptotics 6. Diffraction by a Wedge with Impedance-Boundary Conditions (the Malyuzhinets Problem) 7. General Theory of the Malyuzhinets-Type Equations with One Unknown Function 8. Green Function for an Angular Domain (Cylindrical-Wave Diffraction) 9. Diffraction of a Plane Wave by a Wedge with Thin Dielectric Coatings 10. Wave Diffraction in the Wedge's Exterior Bisected by a Thin Semi-Transparent Layer 11. Diffraction of a Skew-Incident Plane Electromagnetic Wave by an Impedance Wedge A. On the Saddle-Point Technique B. Stationary-Phase Method C. Fresnel Integral D. Kirchhoff and Physical-Optics Approximations E. Computation of the Malyuzhinets Function

This title contains the detailed descriptions of the Sommerfeld-Malyuzhinets technique and the related mathematical aspects

Английский