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Janevski Goran     др Горан Б. Јаневски

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Катедра: Механика

Ужа научна област: Теоријска и примењена механика

Репрезентативне референце: 

  • Despenić N., Janevski G., Stamenković D. (2023) Vibrations of fluid-conveying nonuniform bi-directional functionally graded nanotubes based on the refined beam theory in a thermal environment, MECCANICA, (2023), vol. 58 No. 7, pp.1217-1231
  • Despenić N., Janevski G., Pavlović I. (2023) Vibrations of Nonuniform Bidirectional Functionally Graded Nanotubes Based on the Refined Beam Theory in a Thermal Environment, Journal of Mechanics of Materials and Structures, vol. 18, No. 1, pp. 59-74
  • Pavlović I.R., Stamenković D., Nikolić V., Miltenović A., Despenić N., Stamenković-Atanasov M., Janevski G. (2022) Train Obstacle Detection System Stabilization and Stochastic Vibrations Analysis Using the Moment Lyapunov Exponent Method,  Acta Polytechnica Hungarica, 19 (6), pp. 49 - 62.
  • Janevski G., Kozić P., Pavlović R., Posavljak S. (2021) Moment lyapunov exponents and stochastic stability of a thin-walled beam subjected to axial loads and end moments, Facta Universitatis, Series: Mechanical Engineering, 19 (2), pp. 209 - 228. 
  • G. Janevski, I. Pavlović, N. Despenić, (2020) Thermal buckling and free vibration of Euler–Bernoulli FG nanobeams based on the higher-order nonlocal strain gradient theory, Archives of Mechanics, Vol. 72 (2), 139-168.
  • G. Janevski, N. Despenić, I. Pavlović, (2020) Thermal buckling and free vibration of Timoshenko FG nanobeams based on the higher-order nonlocal strain gradient theory, The Journal of Mechanics of Materials and Structures,Vol. 15 (1), 107-133.
  • I. Pavlović, R.Pavlović, G. Janevski (2019) Mathematical modeling and stochastic stability analysis of viscoelastic nanobeams using higher-order nonlocal strain gradient theory, Archives of Mechanics, Vol. 71(2), 137-153.
  • I. Pavlović, R.Pavlović, G. Janevski (2019) Dynamic stability and instability of nanobeams based on the higher-order nonlocal strain gradient theory, The Quarterly Journal of Mechanics and Applied Mathematics, Vol. 72(2), 157-178.
  • I. Pavlović, D. Karličić, R.Pavlović, G. Janevski, I. Ćirić (2016) Stochastic stability of multi-nanobeam systems, International Journal of Engineering Science, Vol.109, 88-105

  • M. Stamenkovic, D. Karličić, G. Janevski, P. Kozić, (2016) Nonlocal forced vibration of a double single-walled carbon nanotube system under the influence of an axial magnetic field, The Journal of Mechanics of Materials and Structures, Vol.11, No.3., 279-307.

  • I. Pavlović, R. Pavlović, P. Kozić, G. Janevski, (2016) Dynamic instability of coupled nanobeam systems, Meccanica, Vol. 51. No.5. 1167-1180.

  • G. Janevski, P. Kozić, I. Pavlović, (2014) Moment Lyapunov exponents of the Parametrical Hill’s equation under the excitation of two correland wideband noises, Structural Engieering and Mechanics, Vol. 52. No.3. 523-540

  • I. Pavlović, R. Pavlović, P. Kozić, G. Janevski, (2013) Almost sure stochastic stability of a viscoelastic double-beam system, Archive of Applied Mechanics, Vol.83, 1591-1605.

  • V. Stojanović, P. Kozić, G. Janevski, (2012) Buckling instabilities elastically connected Timoshenko beams an an elastic layer subjected to axial forces,Journal Mechanics of Matherials and Structures, Vol. 7 No.4, 363-374.

  • V. Stojanović, P. Kozić, G. Janevski, (2013) Exact closed-form solution for the natural frequencies and stability of elastically connected multiple beam system using Timoshenko and high-order shear deformation theory, Journal od Sound and Vibration, Vol.332, No.3, 563-576.
  • G. Janevski, P. Kozić, R. Pavlović, (2012) Moment Lyapunov exponents and stochastic stabiliy of a thin- walled beam subjected to eccentric axial loads, Journal of Theoretical and Applied Mechanics, (Poland), Vol. 50 (1), 61-83.

  • V. Stojanović, P. Kozić, R. Pavlović, G. Janevski (2011) Effect of rotary inertia and shear on vibration and buckling of a double beam system under compressive axial loading,Archive of Applied Mechanics, Vol. 81, 1993-2005.

  • P. Kozić, R. Pavlović, G. Janevski, V. Stojanović, (2011) Moment Lyapunov exponents and stochastic stability of moving narrow bands, Journal of Vibration and Control, Vol.17(7), pp.988-999.

  • Goran Janevski, Predrag Kozić, Ratko Pavlović, Zoran Golubović, (2011) The moment Lyapunov exponent of a Timoshenko beam under bounded noise excitation, Archive of Applied Mechanics, Vol. 81, 403-417.

  • Predrag Kozić, Ratko Pavlović, Goran Janevski, Zoran Golubović, (2010) Influence of the mode number on the stochastic stability regions of the elastic beam, MECCANICA, Vol.45., pp. 553-565.

  • Predrag Kozić, Goran Janevski, Ratko Pavlović, (2010) Moment Lyapunov exponents and stochastic stability of a double-beam system under compressive axial load, International Journal of Solid and Structures, Vol. 47 (10), 1435-1442.

  • Predrag Kozić, Goran Janevski, Ratko Pavlović, (2009) Moment Lyapunov exponents and stochastic stability for two coupled oscillators, The Journal of Mechanics of Materials and Structures, Vol.4., No. 10., pp.1689-1701.

  • Predrag Kozić, Ratko Pavlović, Goran Janevski, (2008) Moment Lyapunov exponents of the stochastic parametrical Hill’s equation, International Journal of Solid and Structures, Vol.45. (24), pp.6056-6066.

Уџбеници:

  • Ратко Павловић, Горан Јаневски, Механика II - Кинематика, (2017), Машински факултет у Нишу, друго издање, ИСБН 978-86-6055-033-2
  • Ратко Павловић, Горан Јаневски, Иван Павловић, Механика III - Динамика, (2018), Машински факултет у Нишу, ИСБН 978-86-6055-104-9
  • Јелена Манојловић, Горан Јаневски, Живојин Стаменковић, Мића Вукић, Техничка физика -Електротехника, Механика, Механика флуида, Термодинамика, (2019), Машински факултет у Нишу, ИСБН 978-86-6055-112-4

 

Ангажовање на предметима:

  • Механика II - Кинематика (ОАС - Машинско инжењерство)
  • Механика III - Динамика (ОАС - Машинско инжењерство)
  • Осцилације и стабилност еластичних тела (ДАС - Машинско инжењерство)
  • Инжињерски експеримент и апликативни софтвери у механици (ДАС - Машинско инжењерство)