Wave propagation in viscoelastic media
Author(s)
Bibliographic Information
Wave propagation in viscoelastic media
(Research notes in mathematics, 52)
Pitman Advanced Pub. Program, c1982
Available at / 54 libraries
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Library, Research Institute for Mathematical Sciences, Kyoto University数研
C-P||Taormina||1980.4||複本2821540
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Hokkaido University, Library, Graduate School of Science, Faculty of Science and School of Science図書
dc19:531/m2842021151567
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Note
Includes bibliographical references
Contents of Works
- Mathematical models and waves in linear viscoelasticity / D. Graffi
- Viscoelastic plane waves / M. Hayes
- Properties of transverse and longitudinal harmonic waves / S. Zahorski
- Transient linear and weakly non-linear viscoelastic waves / L. Brun & A. Molinari
- Waves in non-linear relaxing media / A. Jeffrey & J. Engelbrecht
- Waves in compliant tubes / T.B. Moodie, R.J. Tait & J.B. Haddow
- Applications of linear viscoelasticity to seismic wave propagation / E. Strick
- Numerical simulation of wave propagation in viscoelastic media with non-reflecting boundary conditions / E.A. Trautenberg, K. Gebauer & A. Sachs
- Prediction and identification in viscoelastic wave propagation / J.L. Sackman
- Inverse scattering and the resonances of viscoelastic and electromagnetic waves / G.C. Gaunaurd ... [et al.]
- Generalized variational principles and methods in dynamic viscoelasticity / J. Brilla