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Decoupling elastic waves and its applications
Hongyu Liu
*
, Jingni Xiao
*
Corresponding author for this work
Department of Mathematics
Research output
:
Contribution to journal
›
Journal article
›
peer-review
14
Citations (Scopus)
Overview
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Dive into the research topics of 'Decoupling elastic waves and its applications'. Together they form a unique fingerprint.
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Keyphrases
Elastic Waves
100%
Shear Wave
100%
Pressure Wave
100%
Impenetrable Scatterers
50%
Scatterer
50%
Stability Analysis
50%
Sake
50%
Far-field Measurement
50%
Polyhedral Scatterers
50%
Minimal number
50%
Inverse Elastic Scattering
50%
Elastic Wave Scattering
50%
Boundary Surface
50%
Elastic Wave Field
50%
Elastic Scattering Problem
50%
Mean Curvature
50%
Time-harmonic Elastic Waves
50%
Gaussian Curvature
50%
Uniqueness Analysis
50%
Geometric Conditions
50%
Mathematics
Scattering Problem
100%
Minimal Number
100%
Stability Analysis
100%
Mean Curvature
100%
Gaussian Curvature
100%
Engineering
Elastic Wave
100%
Scatterer
60%
Shear Wave
40%
Harmonics
20%
Gaussians
20%
Stability Analysis
20%
Field Measurement
20%
Elastic Scattering
20%
Boundary Surface
20%
Minimal Number
20%
Earth and Planetary Sciences
Decoupling
100%
Elastic Wave
100%
Harmonics
25%
Stability Analysis
25%
Wave Scattering
25%
Elastic Scattering
25%
Physics
Elastic Wave
100%
S Wave
40%
Harmonics
20%
Gaussian Distribution
20%
Far Field
20%
Wave Scattering
20%
Elastic Scattering
20%