Scattering relations for point-generated dyadic fields in two-dimensional linear elasticity
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Publication:3446427
DOI10.1090/S0033-569X-06-01041-0zbMath1126.74022MaRDI QIDQ3446427
Vassilios Sevroglou, Christodoulos E. Athanasiadis, Ioannis G. Stratis
Publication date: 14 June 2007
Published in: Quarterly of Applied Mathematics (Search for Journal in Brave)
Related Items (6)
Point-Source Elastic Scattering by a Nested Piecewise Homogeneous Obstacle in an Elastic Environment ⋮ 3D elastic scattering theorems for point-generated dyadic fields ⋮ Scattering Relations of Elastic Waves by a Multi-Layered Thermoelastic Body ⋮ A numerical reconstruction method in inverse elastic scattering ⋮ A Mixed Impedance Scattering Problem for Partially Coated Obstacles in Two-Dimensional Linear Elasticity ⋮ A numerical comparison of different qualitative algorithms for solving 2D inverse elastic scattering problems
Cites Work
- The disturbance of a plane dyadic wave by a small spherical cavity
- On the scattering amplitudes for elastic waves
- Elastic fields produced by a point source in solids of general anisotropy
- Scattering theorems for complete dyadic fields
- Two-dimensional elastic Herglotz functions and their applications in inverse scattering
- Inverse scattering by penetrable objects in two-dimensional elastodynamics
- Two dimensional wave front shape induced in a homogeneously strained elastic body by a point perturbing body force
- Dyadic Scattering by Small Obstacles. The Rigid Sphere
- Uniqueness for Elastic Wave Scattering by Rough Surfaces
- Linear sampling methods for 2D inverse elastic wave scattering
- On spherical-wave scattering by a spherical scatterer and related near-field inverse problems
- ON THE SCATTERING OF ELASTIC WAVES BY AN ELASTIC INCLUSION IN TWO DIMENSIONS
- Existence of solution in elastic wave scattering by unbounded rough surfaces
- The far-field operator for penetrable and absorbing obstacles in 2D inverse elastic scattering
- Scattering of a Spherical Dyadic Field by a Small Rigid Sphere
- On the scattering of point-generated electromagnetic waves by a perfectly conducting sphere, and related near-field inverse problems
- Scattering relations for point sources: Acoustic and electromagnetic waves
- Scattering relations for point‐source excitation in chiral media
- Inverse acoustic and electromagnetic scattering theory
- An inversion algorithm in two-dimensional elasticity
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