MECHANICAL SYSTEMS, CLASSICAL MODELS
740
Arnold V.I. (ed.). (1988). Dynamical systems. III. Mathematical aspects of classical and celestial
mechanics. Springer-Verlag, Berlin, Heidelberg, New York, London, Paris, Tokyo.
Arnold, V.I. and Avez, A. (1967). Problèmes ergodiques de la mécanique classique. Gauthier-
Villars, Paris.
Arnold, V.I. and Maunder, L. (1961). Gyrodynamics and its engineering applications. Academic
Press, New York.
Arnold, V.I. and Novikov, S.P. (ed.). (1990). Dynamical systems. IV. Symplectic geometry and its
applications. Springer-Verlag, Berlin, Heidelberg, New York, London, Paris, Tokyo, Hong
Kong.
Arya, A. (1998). Introduction to classical mechanics. Prentice Hall, Upper Saddle River.
Atanasiu, M. (1969). Mecanică tehnică (Technical mechanics). Ed. Tehnică, Bucureşti.
Atkin, R.H. (1959). Classical dynamics. J. Wiley and Sons, New York.
Babakov, L.M. (1968). Teoriya kolebaniĭ (Theory of vibrations). Izd. Nauka, Moskva.
Babitsky, V.I. (1998). Theory of vibro-impact systems and applications. Springer, Berlin,
Heidelberg, New York, Barcelona, Budapest, Hong Kong, London, Milan, Paris, Singapore,
Tokyo.
Babuška, I., Prager, M. and Vitašek, E. (1966). Numerical processes in differential equations.
SNTL, Publ. of Tech. Lit., Praha.
Bai-Lin, H. (1984). Chaos. World Scientific, Singapore.
Baker, G.L. and Gollub, J.P. (1990). Chaotic dynamics. An introduction. Cambridge University
Press, Cambridge.
Baker, R.M.L., Jr. (1967). Astrodynamics. Academic Press, New York.
Banach, St. (1951). Mechanics. Warszawa-Wroclaw, Poland.
Barbu, V. (1985). Ecuaţii diferenţiale (Differential equations). Ed. Junimea, Iaşi.
Barenblatt, G.I., Iooss, G. and Joseph, D.D. (ed.). (1983). Non-linear dynamics and turbulence.
Pitman, London.
Barger, V. and Olson, M. (1995). Classical mechanics: a modern perspective. McGraw Hill, New
York.
Barnsley, M.F. (1988). Fractals everywhere. Academic Press, San Diego.
Barnsley, M.F. and Demko, S.G. (ed.). (1989). Chaotic dynamics and fractals
. Academic Press,
Boston, Orlando, San Diego, New York, Austin, London, Sydney, Tokyo, Toronto.
Bat, M.I., Djanelidze, G.Yu. and Kelzon, A.S. (1963–1973). Teoreticheskaya mekhanika v
primerakh i zadachakh (Theoretical mechanics in examples and problems). I-III. “Nauka”,
Moskva.
Bălan, Şt. (1969). Lecţii complementare de mecanică (Complementary lessons on mechanics).
Ed. Did. Ped., Bucureşti.
Bălan, Şt. (1972). Culegere de probleme de mecanică (Collection of problems on mechanics). Ed.
Did. Ped., Bucureşti.
Bălan, Şt. and Ivanov, I. (1966). Din istoria mecanicii (From the history of mechanics). Ed.
Ştiinţ., Bucureşti.
Beer, F.P. and Russel Johnston E., Jr. (1997). Vector mechanics for engineers. Dynamics.
W.C.B.-McGraw-Hill, Boston.
Beju, I., Soós, E. and Teodorescu, P.P. (1983a). Euclidean tensor calculus with applications. Ed.
Tehnică, Bucureşti. Abacus Press, Tunbridge Wells.
Beju, I., Soós, E. and Teodorescu, P.P. (1983b). Spinor and non-Euclidean tensor calculus with
applications. Ed. Tehnică, Bucureşti. Abacus Press, Tunbridge Wells.
Belenkiĭ, I.M. (1964). Vvedenie v analiticheskuyu mekhaniku (Introduction to analytical
mechanics). “Vysshaya shkola”, Moskva.
Bellet, D. (1988). Cours de mécanique générale. Capadues, Paris.
Bellman, R. (1953). Stability theory of differential equations. McGraw-Hill, New York.
Beltrami, E. (1987). Mathematics for dynamic modelling. Academic Press, Boston, Orlando, San
Diego, New York, Austin, London, Sydney, Tokyo, Toronto.