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Ranislav Bulatović

dr Ranislav Bulatović

Full Professor | Faculty of Mechanical Engineering | part time

Ranislav Bulatović was born on March 23, 1956 in Bijeljina, Bosnia and Hercegovina. He completed general high school in Titograd (Podgorica), and graduated from the Faculty of Mechanical Engineering, University of Montenegro in 1978. He continued his education in the Department of Mechanics of the Faculty of Natural Sciences and Mathematics in Belgrade, where he defended both his M.Sc. thesis in 1981 and the Ph.D. thesis in 1984. In the meantime, (during 1982-83) he served a year in the Army.     He had got his further scientific education from the Department for...

Teaching

Member Programme Tip Sem. Course Lec x GLec Ex x GEx Lab x GLab
MFMEHATRONIKAOsnovne3DINAMIKA SA TEORIJOM OSCILACIJA3 x 10 x 00 x 0
PMFMATEMATIKASpecijalističke1KLASIČNA MEHANIKA3 x 11 x 10 x 0
PMFMATEMATIKAOsnovne3MEHANIKA3 x 12 x 10 x 0
MFDRUMSKI SAOBRAĆAJOsnovne2TEHNIČKA MEHANIKA II2 x 10 x 00 x 0

Selected Publications

Year Category Authors Title Source
2025SCI, SCIE, SSCI, A&HCI
Udwadia F.E., Bulatovic R.MUncoupling of General Linear Multi-degree-of-freedom Structural and Mechanical Systems Through Quasi-diagonalizationASME Journal of Applied Mechanics
2024SCI, SCIE, SSCI, A&HCI
Udwadia F.E., Bulatovic R.MUncoupling of Damped Linear Potential Multi-degree-of-freedom Structural and Mechanical SystemsASME Journal of Applied Mechanics
2024SCI, SCIE, SSCI, A&HCI
Ranislav Bulatovic, Firdaus UdwadiaOn the Quasi-diagonalization and Uncoupling of Gyroscopic Circulatory Multi-degree-of-freedom SystemsASME Journal of Applied Mechanics
2023SCI, SCIE, SSCI, A&HCI
Ranislav Bulatovic, Firdaus UdwadiaDecomposition and Uncoupling of Multi-degree-of-freedom Gyroscopic Conservative SystemsASME Journal of Applied Mechanics
2023SCI, SCIE, SSCI, A&HCI
Udwadia F.E.; Bulatovic R.M.Uncoupling of Linear Multi-degree of Freedom Damped Gyroscopic Potential SystemsASME Journal of Applied Mechanics
2022SCI, SCIE, SSCI, A&HCI
Udwadia F.E., Bulatovic R.MStability of Multi-degree of Freedom Potential Systems to General Infinitesimal Positional Perturbation ForcesASME Journal of Applied Mechanics
2021SCI, SCIE, SSCI, A&HCI
Ranislav M. Bulatovic, Firdaus E. UdwadiaOn the stability and instability of linear potential systems subjected to infinitesimal circulatory forcesProceedings of the Royal Society A
2021SCI, SCIE, SSCI, A&HCI
Ranislav M. BulatovicA note on the Lyapunov stability of linear conservative gyroscopic systemsActa Mechanica
2020SCI, SCIE, SSCI, A&HCI
Ranislav M. BulatovicOn the Stability of Potential Systems under the Action of Non-conservative Positional ForcesRegular and Chaotic Dynamics
2020SCI, SCIE, SSCI, A&HCI
Firdaus E. Udwadia, Ranislav M. BulatovicStability of Potential Systems to General Positional PerturbationsAIAA Journal
2020SCI, SCIE, SSCI, A&HCI
Ranislav M. Bulatovic, Firdaus E. UdwadiaOn the Generalization of Merkin’s Theorem for Circulatory Systems: A Rank CriterionJournal of Applied Mechanics, Transactions of the ASME
2020SCI, SCIE, SSCI, A&HCI
Ranislav M. BulatovicA generalization of Merkin’s theorem on the destabilizing effect of circulatory forcesActa Mechanica
2017SCI, SCIE, SSCI, A&HCI
R. BulatovićA Stability Criterion For Circulatory SystemsActa Mechanica
2014SCI, SCIE, SSCI, A&HCI
Bulatović R.M.,Kažic M.Two degree of freedom gyroscopic systems with linear integralsMeccanica
2011SCI, SCIE, SSCI, A&HCI
Bulatović R.M.A sufficient condition for instability of equilibrium of non-conservative undamped systemsPhysics Letters A
2004SCI, SCIE, SSCI, A&HCI
Bulatović R.M.On the heavily damped response in viscously damped dynamic systemsTransaction of the ASME Journal of Applied Mechanics
2002SCI, SCIE, SSCI, A&HCI
Bulatović R. M.On the critical damping in multi-degree-of-freedom systemsMechanics Research Communications
2001SCI, SCIE, SSCI, A&HCI
Bulatović R. M.Nonoscillatory damped multi-degree-of-freedom systemsActa Mechanica
2001SCI, SCIE, SSCI, A&HCI
Bulatović R., Kažić M.On the stable non-oscillatory viscously damped dynamic systemsZeitschrift fur Angewandte Mathematic und Mechanik
1999SCI, SCIE, SSCI, A&HCI
Bulatović R. M.On the stability of linear circulatory systemsZeitschrift fur Angewandte Mathematic und Physik
1999SCI, SCIE, SSCI, A&HCI
Bulatović R. M.A stability theorem for gyroscopic systemsActa Mechanica
1999SCI, SCIE, SSCI, A&HCI
Kažić M., Bulatović R.M.On the equilibrium conditions of nonstacionary mechanical systemsTransaction of the ASME Journal of Applied Mechanics
1998SCI, SCIE, SSCI, A&HCI
Bulatović R. M.A nonspectral stability criterion for linear conservative gyroscopic systemsTransaction of the ASME Journal of Applied Mechanics
1997SCI, SCIE, SSCI, A&HCI
Bulatović R. M.The stability of linear potential gyroscopic systems when the potential energy has a maximumJournal of Applied Mathematics and Mechanics
1997SCI, SCIE, SSCI, A&HCI
Bulatović R.M.On the Lyapunov Stability of Linear Gyroscopic SystemsComptes Rendus Mecanique
1995SCI, SCIE, SSCI, A&HCI
Bulatović R.M. On the convese of the Lagrange-Dirichlet theorem for nonholonomic nonanalytic systemsComptes Rendus Mathematique
1993SCI, SCIE, SSCI, A&HCI
Bulatović R. M.Remarks on the asymptotic motions of mechanical systemsJournal Applied Mathematics and Mechanics
1992SCI, SCIE, SSCI, A&HCI
Bulatović R.M.On the instability of the state of equilibrium for analytic conservative systemZeitschrift fur Angewandte Mathematik und Mechanik
1992SCI, SCIE, SSCI, A&HCI
Bulatović R.M.Sur la reciproque du theoreme de Lagrange-DirichletComptes Rendus Mecanique
1989SCI, SCIE, SSCI, A&HCI
Bulatović R. M. Analytic solutions of the Hamilton-Jacobi equation of an irreversible system in the neighbourhood of a non-degenerate potential energy maximumJournal Applied Mathematics and Mechanics
1988SCI, SCIE, SSCI, A&HCI
Raonić D., Bulatović R.M.The stability of SVC with current-controlled transistor invertorAutomatika
1988SCI, SCIE, SSCI, A&HCI
Bulatović R., Kažić M.On inversion of Lagrange-Dirichlet theoremZeitschrift fur Angewandte Mathematic und Mechanik
1987SCI, SCIE, SSCI, A&HCI
Bulatović R. M.The Hamilton-Jacobi equation in the neigbourhood of a position of equilibrium Journal of Applied Mathematics and Mechanics
1983SCI, SCIE, SSCI, A&HCI
Bulatović R. M.The Hamilton-Jacobi equation in domains of possible motions with a boundaryJournal of Applied Mathematics and Mechanics
1983SCI, SCIE, SSCI, A&HCI
Bulatović R. M.Existence of solutions of the Hamilton-Jacobi equation in the neighborhood of nondegenerate equilibrium positionJournal of Applied Mathematics and Mechanics

Information from Courses

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