solution of PEC wedge scattering problems via difference equations and the MF transform in terms of rotating waves
Appendix 3.A: the Malyuzhinets–Fourier (MF) transform
10 Index
12 Other titles from ISTE in Waves
List of Illustrations
1 Chapter 1Figure 1.6.1 The “smile” and “frown” integration lines of the η' -plane Figure 1.13.1 Proper sheet of the η-plane with four quadrants 1, 2, 3 and 4 deli...Figure 1.13.2 Image of the proper and improper sheets of the η-plane onto the w ...Figure 1.15.1 Contour deformation of the integration line from the real axis of ...Figure 1.15.2 Integration path λ in the w plane. For a color version of the figu...Figure 1.18.1 Top left: the absolute value of F+(η) obtained with the Mittag–Lef...Figure 1.18.2 Top: the absolute value of the component (i,j) of the plus factori...Figure 1.18.3 Left: the absolute value of the component s (s=1 gray symbols, s=2...
2 Chapter 2Figure 2.2.1 Left: slab filled by an arbitrary linear medium. Right: network...Figure 2.3.1 The perfectly electrically conducting (PEC) half-plane problem ...Figure 2.7.1 Equivalence theorem using a perfectly electrically conducting s...Figure 2.7.2 Plane η: branch points ±k, vertical branch lines, curves with...Figure 2.7.3 Left: η-plane with the SDP for the set of φ = {πFigure 2.8.1 The half-plane scattering problem with Eo=1 V/m, φFigure 2.8.2 The half-plane scattering problem with Eo=1 V/m, φoFigure 2.8.3 Half-plane scattering problem with Eo=1 V/m, φo = 0...Figure 2.8.4 Half-plane scattering problem with Eo=1 V/m, φo = 0...Figure 2.9.1 Left: slab filled by an arbitrary linear medium in elasticity. ...Figure 2.9.2 Left: multilayer slab in elasticity terminated by semi-infinite...Figure 2.10.1 Left: plane wave reflection between semi-infinite homogeneous ...Figure 2.11.1 Left: half-infinite crack in a homogeneous elastic solid plana...
3 Chapter 3Figure 3.3.1 Angular region 0 ≤ Φ ≤ γ1 ≤ Π with three coordina...Figure 3.3.2 Space divided into four angular regions delimited by ϕ =...Figure 3.4.1 Proper sheet of the
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