Crystal Acoustics: Introduction to the Study of Elastic Waves and Vibrations in Crystals |
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Contents
MECHANICS OF ANISOTROPIC CONTINUA 1 HISTORICAL SKETCH | 1 |
STRUCTURE AND AEOLOTROPY | 5 |
FUNDAMENTALS OF ELASTICITY 1 Introduction | 9 |
Copyright | |
54 other sections not shown
Common terms and phrases
acoustic aggregate anisotropy approximation associated axis Bravais lattices Brillouin Brillouin zone chain Chapter characteristic cijkl co(k coefficients compliances components consider coordinates corresponding Crystal Class crystal structure crystalline crystallites cube cubic crystals defined deformation dependence derivatives discussed displacement vector elastic constants elastic stiffnesses elastic waves energy flux equations of motion expressions force constants frequency geometrical given Hence hexagonal implies inverse ionic ions isotropic line element linear macroscopic materials matrix modes n(co neighbors nonzero obtained orthorhombic particles phase velocity phonon Phys physical piezoelectric point group potential energy propagation properties reference axes refraction relations represented requires rotation Section shear sheet shows simple slowness surface solid solutions space specified strain tensor stress suffixes surface waves symmetry elements Table tangent plane tetragonal theory transformation transverse unit cell University Press values velocity surface vibrations wave normal wave surface yes yes yields zero zonal zone
Bibliographic information
| Title | Crystal Acoustics: Introduction to the Study of Elastic Waves and Vibrations in Crystals Holden-Day series in mathematical physics |
| Author | Michael John Preston Musgrave |
| Publisher | Holden-Day, 1970 |
| Length | 288 pages |
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