Department of Mechanics
The Department of Mechanics is part of the Faculty of Technical Sciences at the University of Novi Sad, Serbia
An interesting problem...
Euler's disk...
Mechanics is a science that deals with motion and deformation of bodies under the action of forces. Its essential ingredients are axioms, theorems, proofs, definitions, principles, but at the heart of it, what mechanics really consist of, are problems and solutions.
Forthcomming events
September 2007 · 17-23, Applications of Fractional Calculus in Mechanics
Summer school sponsored by DAAD Foundation ...
September 2007 · Symmetries and Mechanics
Conferrence organized by PMF and FTN
Novi Sad...
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1961-1970
- Dj. S. Djukic, A contribution to similar solutions of unsteady laminar boundary layer in incompressible fluids, Matematicki vesnik, 7 (22) 3, 1970, 367-372.
- Dj. S. Djukic, On a possible form of unsteady laminar incompressible boundary layer equations, Matematicki vesnik, 7 (22) 3, 1970, 373-381.
- Dj. S. Djukic, a method for solution of unsteady incompressible laminar boundary layers, Matematicki vesnik, 7 (22) 3, 1970, 349-365.
- B. Vujanovic and Dj. S. Djukic, Hamilton's variational principle and its use on the mass and heat transfer, Zbornik radova Masinskog fakulteta, Novi Sad, 5, 1970, 195-205.
- Dj. S. Djukic, Prandtl-Mises's variable in the theory of the boundary layers for a non-Newtonian power law fluids, Zbornik radova Masinskog fakulteta, Novi Sad, 5, 1970, 179-191.
- B.Vujanović, A group variational method for finding first integrals of dynamical systems, International Journal of Non-Linear Mechanics, Pergamon-Oxford, Vol. 5, pp. 269-278, 1970.
- B.Vujanović, On one first vector integral of planetary motion, Astronautica Acta, Pergamon, Oxford, Vol. 15, pp. 231-233, 1970.
- B.Vujanović, On nonholonomic parameterization, Journal of Applied Mechanics, Transactions of the American Society of Mechanical Engineers (ASME), Vol. 26, pp. 128-132, 1970, New York.
- B.Vujanović, On certain aspects of motion in the presence of dissipative forces, Tensor (N.S.), vol. 21, pp. 48-50, 1970, Japan.
- B.Vujanović, The Hamilton's canonical equations as a problem in nonholonomic coordinates, Transactions of the West Virginia Academy of Sciences, Vol. 41, pp. 324-328, 1969.
- B.Vujanović, A contribution to the geometrization of nonconservative dynamical systems, Zeitschrift f๒r Angewandte Mathematik und Mechanik (ZAMM), Akademie-Verlag, Berlin, Band 47, Heft 1, pp. 63-64, 1967.
- B.Vujanović, Contribution to geometrization of perturbances of nonconservative dynamical systems, Tensor (N.S.), vol. 18, pp. 328-338, 1967, Japan.
- B.Vujanović, Synge's distributed equations as a variational problem and their first integrals, Academie Royal de Belgique, Bulletin de la classe des sciences 5, tom LI-1965, pp. 263-269, 1965, Bruxelles.
- B.Vujanović, Geometrizacija kretanja i poremećaja nekonzervativnih dinamičkih sistema, Doktorska disertacija, Posebna izdanja, Naučno delo, Beograd, 1964.
- B.Vujanović, Prilog teoriji oscilacija visko-elastičnih konstrukcija, Zbornik radova Mašinskog fakulteta u Novom Sadu, br. 2, Novi Sad, 1964.
- B.Vujanović, Singove poremećajne jednačine kao varijacioni problem i njihovi prvi integrali, Zbornik radova Mašinskog fakulteta u Novom Sadu, br. 2, Novi sad, 1964.
- B.Vujanović, Prilog geometrizaciji poremećenog kretanja holonomnih, skleronomnih dinamičkih sistema, Tehnika, avgust 1963, br. 8, str. 1411-1412.
- B.Vujanović, Jedan matrično-divektorski način za odredjivanje dinamičkih sila u epicikličnim mehanizmima, Zbornik radova Mašinskog fakulteta u Novom Sadu, br. 1, Novi Sad, 1963.
- B. Vujanović, Knoblauch's formulae and their application to the rolling of sphere without sliding on the unmovable surface, Publikacije Mašinskog fakulteta u Beogradu, 1962, No. 5.