Elastic surface waves in crystals. Part 1: Review of the physics
► Review of harmonic and transient elastic wave propagation in anisotropic media. ► Emphasis on surface-wave propagation in crystals, minerals and metals. ► Clarification of the terminology used for the surface waves. We present a review of wave propagation at the surface of anisotropic media (cryst...
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| Published in | Ultrasonics Vol. 51; no. 6; pp. 653 - 660 |
|---|---|
| Main Authors | , , , |
| Format | Journal Article |
| Language | English |
| Published |
Amsterdam
Elsevier B.V
01.08.2011
Elsevier |
| Subjects | |
| Online Access | Get full text |
| ISSN | 0041-624X 1874-9968 1874-9968 |
| DOI | 10.1016/j.ultras.2011.02.007 |
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| Abstract | ► Review of harmonic and transient elastic wave propagation in anisotropic media. ► Emphasis on surface-wave propagation in crystals, minerals and metals. ► Clarification of the terminology used for the surface waves.
We present a review of wave propagation at the surface of anisotropic media (crystal symmetries). The physics for media of cubic and hexagonal symmetries has been extensively studied based on analytical and semi-analytical methods. However, some controversies regarding surfaces waves and the use of different notations for the same modes require a review of the research done and a clarification of the terminology. In a companion paper we obtain the full-wave solution for the wave propagation at the surface of media with arbitrary symmetry (including cubic and hexagonal symmetries) using two spectral numerical modeling algorithms. |
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| AbstractList | We present a review of wave propagation at the surface of anisotropic media (crystal symmetries). The physics for media of cubic and hexagonal symmetries has been extensively studied based on analytical and semi-analytical methods. However, some controversies regarding surfaces waves and the use of different notations for the same modes require a review of the research done and a clarification of the terminology. In a companion paper we obtain the full-wave solution for the wave propagation at the surface of media with arbitrary symmetry (including cubic and hexagonal symmetries) using two spectral numerical modeling algorithms. We present a review of wave propagation at the surface of anisotropic media (crystal symmetries). The physics for media of cubic and hexagonal symmetries has been extensively studied based on analytical and semi-analytical methods. However, some controversies regarding surfaces waves and the use of different notations for the same modes require a review of the research done and a clarification of the terminology. In a companion paper we obtain the full-wave solution for the wave propagation at the surface of media with arbitrary symmetry (including cubic and hexagonal symmetries) using two spectral numerical modeling algorithms.We present a review of wave propagation at the surface of anisotropic media (crystal symmetries). The physics for media of cubic and hexagonal symmetries has been extensively studied based on analytical and semi-analytical methods. However, some controversies regarding surfaces waves and the use of different notations for the same modes require a review of the research done and a clarification of the terminology. In a companion paper we obtain the full-wave solution for the wave propagation at the surface of media with arbitrary symmetry (including cubic and hexagonal symmetries) using two spectral numerical modeling algorithms. ► Review of harmonic and transient elastic wave propagation in anisotropic media. ► Emphasis on surface-wave propagation in crystals, minerals and metals. ► Clarification of the terminology used for the surface waves. We present a review of wave propagation at the surface of anisotropic media (crystal symmetries). The physics for media of cubic and hexagonal symmetries has been extensively studied based on analytical and semi-analytical methods. However, some controversies regarding surfaces waves and the use of different notations for the same modes require a review of the research done and a clarification of the terminology. In a companion paper we obtain the full-wave solution for the wave propagation at the surface of media with arbitrary symmetry (including cubic and hexagonal symmetries) using two spectral numerical modeling algorithms. |
| Author | Favretto-Cristini, Nathalie Carcione, José M. Cavallini, Fabio Komatitsch, Dimitri |
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| Keywords | Anisotropy Surface waves Cubic lattices Surface wave Elastic wave Anisotropic medium Modeling Crystal symmetry Elastic crystals Hexagonal lattices Symmetry group Hexagonal crystals Elastodynamics |
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| Snippet | ► Review of harmonic and transient elastic wave propagation in anisotropic media. ► Emphasis on surface-wave propagation in crystals, minerals and metals. ►... We present a review of wave propagation at the surface of anisotropic media (crystal symmetries). The physics for media of cubic and hexagonal symmetries has... |
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| SubjectTerms | Acoustics algorithms Anisotropy Crystals Elasticity Engineering Sciences Exact sciences and technology Fundamental areas of phenomenology (including applications) Mathematical models Mechanics Media Physical Phenomena Physics Solid mechanics Spectra Structural acoustics and vibration Structural and continuum mechanics Surface waves Symmetry Terminology Ultrasonics Vibration, mechanical wave, dynamic stability (aeroelasticity, vibration control...) Wave propagation |
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| Title | Elastic surface waves in crystals. Part 1: Review of the physics |
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