Pages that link to "Item:Q3285347"

The following pages link to Diffraction of an <i>E</i> -polarized plane wave by an imperfectly conducting wedge (Q3285347):

Displaying 19 items.

• Asymptotics of a right-angled impedance wedge (Q845772) (← links)
• Diffraction of plane waves by a wedge with impedance boundary conditions (Q981558) (← links)
• Wiener-Hopf-Hankel operators for some wedge diffraction problems with mixed boundary conditions (Q1195354) (← links)
• Method of perturbations in vector eletromagnetic problems of diffraction by a wedge (Q1376840) (← links)
• Analytical methods for perfect wedge diffraction: a review (Q2229613) (← links)
• A brief historical perspective of the Wiener-Hopf technique (Q2476667) (← links)
• Diffraction of singular fields by a wedge (Q2521087) (← links)
• Computing the continuous-spectrum linearised bounded standing wave on a plane bed of arbitrary slope (Q2583166) (← links)
• A class of boundary value problems (Q3272050) (← links)
• Some diffraction patterns of an absorbing half-plane (Q3275664) (← links)
• Exact solution to a class of functional difference equations with application to a moving contact line flow (Q4303185) (← links)
• On Sommerfeld representation and uniqueness in scattering by wedges (Q4651562) (← links)
• Eigenmodes in the water-wave problems for infinite pools with cone-shaped bottom (Q4976747) (← links)
• Instability of a vortex sheet leaving a right-angled wedge (Q4976829) (← links)
• Functional difference equations and eigenfunctions of a Schrödinger operator with <i>δ</i> ′ −interaction on a circular conical surface (Q5161072) (← links)
• Point source scattering in a porous barrier (Q5937412) (← links)
• The Malyuzhinets theory for scattering from wedge boundaries: a review. (Q5960577) (← links)
• Far-field analysis of the Malyuzhinets solution for plane and surface waves diffraction by an impedance wedge. (Q5960585) (← links)
• Schrödinger operator in a half-plane with the Neumann condition on the boundary and a singular $$\delta$$-potential supported by two half-lines, and systems of functional-difference equations (Q6486061) (← links)