1st Edition
Theory of Elastic Wave Propagation and its Application to Scattering Problems
1. Introduction.
2. Basic properties of solution for elastic wave equation and representation theorem.
3. Elastic wave propagation in 3D elastic half-space.
4. Analysis of scattering problems by means of Green's functions.
Appendix A. Tensor algebra for continuum mechanics.
Appendix B. Fourier transform, Fourier-Hankel transform, and Dirac delta function.
Appendix C. Green's function in the wavenumber domain.
Appendix D. Comparison of Green's function obtained using various computational methods.
Appendix E. Music algorithm for detecting location of point-like scatters.
Answers.
References.
Biography
Terumi Touhei is a Professor at the Tokyo University of Science, with extensive experience of teaching graduate students.
