Metoda Funkcji Własnych w Zagadnieniach Termosprężystości I Elektrosprężystości

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Authors

  • W.T. Grinczenko

Abstract

The aim of the paper consists in the application of the classical methods of eigenfunctions to the spatial problems of elasticity and the coupled problems of electro-elastic vibrations of piezo­ceramic bodies. The eigenfunction expansions have been presented in the following cases: a sphere, a layer in Cartesian and parabolic coordinates, a circular cylinder and a cone, a paraboloid on revolution, an elongated paraboloid of revolution, a wedge, and the problems concerning finite regions.

References

1. [in Russian]
2. [in Russian]
3. [in Russian]
4. [in Russian]
5. [in Russian]
6. [in Russian]
7. [in Russian]
8. [in Russian]
G. LAME, Lecons sur les coordonnees curvillgnes et leurs diverses applications, Paris 1859.
10. [in Russian]
11. [in Russian]
W. W. HANSEN, Transformation useful in certain ante1tna calculations, J. Appl. Phys., 8, 4, 1937.
13. [in Russian]
14. [in Russian]
15. [in Russian]
16. [in Russian]
17. [in Russian]
G. LAME, Lecons sur la theorie mathematique de l'elasticite des corps solides, Paris 1866.
E. MATHIE, L'elasticite des corps solides, Paris 1890.
20. [in Russian]
21. [in Russian]
22. [in Russian]
23. [in Russian]
24. [in Russian]
25. [in Russian]
26. [in Russian]
27. [in Russian]
28. [in Russian]
29. [in Russian]
30. [in Russian]