Showing results 25 to 44 of 53
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| Author(s) | Title | Issue Date | Appears in | Rank |
| Petrović, Ljubomir; Zorica, Dušan ; Stojanac, Igor; Krstonosić, Veljko; Hadnadjev, Miroslav; Atanacković, Teodor | A model of the viscoelastic behavior of flowable resin composites prior to setting | 1-Sep-2013 | Dental Materials; 29(9); 929-934 | M21a |
| Šarčev, Ivan; Šarčev, Branislava Petronijević; Krstonošić, Veljko; Janev, Marko ; Atanacković, Teodor | Modeling the rheological properties of four commercially available composite core build-up materials | 25-Aug-2020 | Polymers and Polymer Composites | M22 |
| Lukešević, Lidija Rehlicki; Janev, Marko ; Novaković, Branislava; Atanacković, Teodor | Moving point load on a beam with viscoelastic foundation containing fractional derivatives of complex order | 2022 | Acta Mechanica | ~M22 |
| Atanacković, Teodor; Bouras, Yanni; Zorica, Dušan | Nano- and viscoelastic Beck’s column on elastic foundation | 23-Jul-2015 | Acta Mechanica; 226(7); 2335-2345 | M22 |
| Janev, Marko ; Atanacković, Teodor; Pilipović, Stevan | NOETHER'S THEOREM FOR HERGLOTZ TYPE VARIATIONAL PROBLEMS UTILIZING COMPLEX FRACTIONAL DERIVATIVES | 1-Jan-2021 | Theoretical and Applied Mechanics; 48(2); 127-142 | M24 |
| Atanacković, Teodor; Janev, Marko ; Pilipović, Stevan | Noether’s theorem for variational problems of Herglotz type with real and complex order fractional derivatives | 9-Jan-2021 | Acta Mechanica; 232(3); 1131-1146 | ~M22 |
| Atanacković, Teodor; Janev, Marko ; Pilipović, Stevan | Non-linear boundary value problems involving Caputo derivatives of complex fractional order | 1-Oct-2018 | Applied Mathematics and Computation; 334; 326-342 | M21a |
| Bouras, Yanni; Zorica, Dušan ; Atanacković, Teodor; Vrcelj, Zora | A non-linear thermo-viscoelastic rheological model based on fractional derivatives for high temperature creep in concrete | 1-Mar-2018 | Applied Mathematical Modelling; 55; 551-568 | M21 |
| Zorica, Dušan ; Atanacković, Teodor; Vrcelj, Zora; Novaković, Branislava | Non-local axially loaded rod placed on viscoelastic and Pasternak type foundation: dynamic stability analysis | 2017 | 6th Congress of the Serbian Society of Mechanics | M30 |
| Rehlicki, Lidija; Janev, Marko ; Novaković, Branislava; Atanacković, Teodor | On Post-Critical Behavior of a Beam on an Elastic Foundation | 1-Jun-2018 | International Journal of Structural Stability and Dynamics; 18(6) | M21 |
| Atanacković, Teodor; Zorica, Dušan | On the Bagley-Torvik equation | 28-May-2013 | Journal of Applied Mechanics, Transactions ASME; 80(4) | M22 |
| Challamel, Noël; Zorica, Dušan ; Atanacković, Teodor; Spasić, Dragan | On the fractional generalization of Eringen's nonlocal elasticity for wave propagation | 1-Mar-2013 | Comptes Rendus - Mecanique; 341(3); 298-303 | M22 |
| Atanacković, Teodor; Janev, Marko ; Pilipović, Stevan | On the thermodynamical restrictions in isothermal deformations of fractional Burgers model | 29-May-2020 | Philosophical Transactions of the Royal Society. A: Mathematical, Physical and Engineering Sciences; 378(2172); 20190278 | M21 |
| Janev, Marko ; Vrcelj, Zora; Atanacković, Teodor | Optimal shape of the rotating nano rod | Jun-2021 | International Journal of Non-Linear Mechanics; 132; 103688 | ~M22 |
| Atanacković, Teodor; Pilipović, Stevan; Zorica, Dušan | Properties of the Caputo-Fabrizio fractional derivative and its distributional settings | 23-Feb-2018 | Fractional Calculus and Applied Analysis; 21(1); 29-44 | M21a |
| Atanacković, Teodor; Janev, Marko ; Pilipović, Stevan | Restrictions on parameters in distributed order fractional linear constitutive equations | 1-Oct-2022 | Applied Mathematical Modelling; 110; 99-111 | ~M21a |
| Atanacković, Teodor; Novaković, Branislava; Vrcelj, Zora; Zorica, Dušan | Rotating Nanorod with clamped ends | 1-Jan-2015 | International Journal of Structural Stability and Dynamics; 15(3) | M22 |
| Atanacković, Teodor; Janev, Marko ; Oparnica, Ljubica; Pilipović, Stevan; Zorica, Dušan | Space-time fractional Zener wave equation | 8-Feb-2015 | Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences; 471(2174) | M21 |
| Atanacković, Teodor; Zorica, Dušan | Stability of the rotating compressed nano-rod | 1-Jan-2014 | ZAMM Zeitschrift fur Angewandte Mathematik und Mechanik; 94(6); 499-504 | M21 |
| Konjik, Sanja; Atanacković, Teodor; Oparnica, Ljubica; Zorica, Dušan | Thermodynamical restrictions and wave propagation for a class of fractional order viscoelastic rods | 16-Sep-2011 | Abstract and Applied Analysis; 2011 | M21a |
