SELF

34

S.B. Karavashkin and O.N. Karavashkina

References:

1. Krylov, A.N. The ship vibration. The Principal Editorial of the Ship-engineering Literature, Leningrad – Moscow, 1936, 442 pp. (Russian)

2. Savin, G.N., Kiltchevski, I.N. and Putyata, T.V. Theoretical mechanics. Gostechizdat, Moscow, 1963, 610 pp. (Russian)

3. Yablonski, A.A. and Noreyko, C.C. The course of vibration theory. Visshaya Shkola, Moscow, 256 pp. (Russian)

4. Tse, F.S., Morse, I.E. and Hinkle, R.T. Vibrations. Mashinostroenie, Moscow, 1966, 508 pp. (Russian; original edition: Allyn and Bacon, Inc., Boston, 1963)

5. Kukhta, K.Ya. and Kravtchenko, V.P. Normal fundamental systems in the vibration theory problems. Naukova Dumka, Kiev, 1973, 208 pp. (Russian)

6. Kolsky, G. The stress waves in solids. Inostrannaya literatura, Moscow, 1955, 200 pp. (Russian; translated from English)

7. Magnus, K. Vibrations. Introduction to the vibration systems study. Mir, Moscow, 1982, 390 pp. (Russian)

8. Olkhovski, I.I. Theoretical mechanics for the physicists. Nauka, Moscow, 1970, 448 pp. (Russian)

9. Pfeiffer, P. Vibrations of elastic bodies. The All-Union Scientific and Technical Publishing, Moscow – Leningrad, 1934 (Russian; original edition: Handbuch Der Physik, band VI. Mechanik Der Elastischen Korper. Redigiert von R. Grammel. Berlin, 1928)

10. Karavashkin, S.B. Exact analytical solutions on infinite one-dimensional elastic lumped-parameters line vibration. IJMEE, 30 (2002), 2, 138–154

11. Karavashkin, S.B. Exact analytical solution for 1D elastic homogeneous finite lumped line vibration. Materials, Technologies, Tools. 4 (1999), 4, 5–14

12. Karavashkin, S.B. The features of inclined force action on 1D homogeneous elastic lumped line and correspondig modernisation of the wave equation. arXiv (Los Alamos), #math-ph/0006028

13. Karavashkin, S.B. Some features of the forced vibrations modelling for 1D homogeneous elastic lumped lines. Materials, Technologies, Tools. 5 (2000), 3, 14–19

14. Blakemore, J.S. Solid state physics. Metallurgia, Moscow, 1972 (Russian; original edition: W.B. Sounders Company, Philadelphia–London–Toronto, 1970)

15. Born, M. and Goeppert, M. The dynamical theory of crystalline lattice. In: Born, M. The theory of solid body. The Principal Editorial of Technical and Theoretical Literature, Moscow – Leningrad, 1938, 364 pp. (Russian; translated from German, ed. 1915)

16. Mikhailov, I.G., Soloviev, V.A. and Sirnikov, Yu.P. The foundations of molecular acoustics. Nauka, Moscow, 1964, 514 pp. (Russian)

17. Altenburg, K. Ultraschallgeschwindigkeit und Molekulstructur. Z. Phys. Chem., 195 (1950), 145

18. Kudryavtcev, B.B. The application of ultrasonic methods to the physical and chemical practice. Gostechizdat, 1952 (Russian)

19. Fisher, I.Z. On the molecular theory of sound velocity in liquids. Acoustic journal, 3 (1957), 206 (Russian)

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