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Topological derivative for the inverse scattering of elastic waves
B. B. Guzina
, M. Bonnet
Research output
:
Contribution to journal
›
Article
›
peer-review
109
Scopus citations
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Dive into the research topics of 'Topological derivative for the inverse scattering of elastic waves'. Together they form a unique fingerprint.
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Keyphrases
Inverse Scattering
100%
Topological Derivative
100%
Elastic Wave Scattering
100%
Three-dimensional (3D)
40%
Elastodynamics
40%
Semi-infinite
40%
Inverse Scattering Problem
40%
Imaging Algorithm
20%
Analytical Framework
20%
Numerical Results
20%
Misfit
20%
Computationally Efficient
20%
Arbitrary Shape
20%
Elastic Waves
20%
Elastic Medium
20%
Boundary Integral Method
20%
Shape Optimization
20%
Elastostatic Problem
20%
Cost Functional
20%
Computationally Intensive
20%
Asymptotic Expansion
20%
Elastostatics
20%
Comprehensive Solution
20%
Underground Cavities
20%
Acoustic Problems
20%
Infinite Solid
20%
Grid Type
20%
Fully Explicit
20%
Elastic Wave Imaging
20%
Engineering
Elastic Wave
100%
Inverse Scattering Problem
66%
Arbitrary Shape
33%
Illustrates
33%
Integral Approach
33%
Infinite Solid
33%
Elastostatic Problem
33%
Analytical Framework
33%
Main Result
33%
Asymptotic Expansion
33%
Physics
Elastic Wave
100%
Inverse Scattering
100%
Elastodynamics
66%
Elastostatics
66%
Wave Imaging
33%
Elastic Media
33%
Mathematics
Scattering Problem
100%
Approximates
50%
Fundamental Solution
50%
Asymptotic Expansion
50%
Main Result
50%