9th International Congress of the Serbian Society of Mechanics, July 5-7, 2023, Vrnjačka Banja, Serbia

Invitation and Venue

It is our great pleasure to invite you to the 9th International Congress of the Serbian Society of Mechanics. The Congress will be held in Vrnjačka Banja, Serbia, on July 5-7, 2023. Vrnjačka Banja is a municipality located in the Raška District, Central Serbia, well-known for its hot springs. Vrnjačka Banja is also the most celebrated and most popular spa town of Serbia and, at same time, a very attractive international recreation center.


9th International Congress of the Serbian Society of Mechanics aims to bring together leading academic scientists, researchers and research scholars to exchange and share experiences and research results on various aspects of Theoretical and Applied Mechanics. It will bring an interdisciplinary platform for researchers, practitioners and educators to present and discuss the most recent innovations, theories, algorithms, as well as practical challenges encountered and solutions adopted in the fields of Classical Mechanics, Solid and Fluid Mechanics, Computational Mechanics, Biomechanics, Applied Mathematics and Physics, Structural Mechanics and Engineering.

Congress Venue

The 9th International Congress of the Serbian Society of Mechanics will be held at the Hotel Vrnjačke Terme, Vrnjačka Banja.

Accommodation at the hotel can be booked by e-mail prodaja@vrnjacketerme.rs with an e-mail subject – ICSSM 2023 Congress (in order to get a special discount for accommodation as a conference participant).

Important Dates:

  • Tentative: Manuscript Submission         20th April, 2023
  • Tentative: Manuscript Notification         15th May, 2023
  • Tentative: Registration Fee                      15th June, 2023

Organizing Committee:


  • Nenad Filipovićpresident of SSM (University of Kragujevac)
  • Miloš Kojić, (Serbian Academy of Sciences and Arts)  

 Local Members:

  • Dalibor Nikolić, secretary of SSM (University of Kragujevac)
  • Miroslav Živković (University of Kragujevac)
  • Gordana Jovičić (University of Kragujevac)
  • Dragan Rakić (University of Kragujevac)
  • Vladimir Dunić (University of Kragujevac)
  • Snežana Vulović (University of Kragujevac)

International Scientific Committee:

Adhikari S. (UK), Atanacković T. (Serbia), Atanasovska I. (Serbia), Balean, D. (Turkey), Bauer S. (Russia), Borovac B. (Serbia), Bulatović R. (Montenegro), Carpinteri A. (Italy), Chernousko F. (Russia), Charalambakis N. (Greece), Challamel N. (France), Chen W. (Hohai, China), Chow Ch. (United States), Cvetičanin L. (Serbia), Djordjević V. (Serbia), Dolićanin Ć. (Serbia), Dosaev M. (Russia), Dragović V. (Serbia), Dunić V.  (Serbia), Filipović N. (Serbia), Frischmuth K. (Germany), Gajić B. (Serbia), Glavardanov V. (Serbia), Golubović-Bugarski V. (R. Srpska, BiH), Grillo A. (Italy), Hedrih (Stevanović), K. (Serbia), Ibrahimbegović A. (France), Igić T. (Serbia), Jarić J. (Serbia), Jovanović B. (Serbia), Jovanović J. (Germany),  Jovičić G. (Serbia), Katsikadelis J. (Greece),  Kenjeres S. (Netherlands), Kienzler R. (Germany), Kojić M. (Serbia), Kounadis A. (Greece), Kovačić I. (Serbia), Kozak D. (Croatia), Kraseilnikov P. (Russia), Kuzmanović D. (Serbia), Lacarbonara W. (Italy), Lanusse P. (France), Lazarević M. (Serbia), Marsavina L. (Romania), Melchior P. (France), Malti R. (France), Makris N. (Greece), Maksimović  S. (Serbia), Manolis G. (Greece), Manolis P. (Greece), Maretić R. (Serbia), Matthies H. (Germany), Milosavljević D. (Serbia), Mićunović M. (Serbia), Mitrović Z. (Serbia), Müller I. (Germany), Nedeljković M. (Serbia), Nigmatullin R. (Russia), Obradović A. (Serbia), Polyzos D. (Greece), Prokopenya A. (Poland), Rakin M. (Serbia), Rakić D. (Serbia), Rega G. (Italy), Ruggeri T. (Italy), Saccomandi G. (Italy), Schrefler B. (Italy), Sedmak A. (Serbia), Seyranian  A. (Russia), Simić S. (Serbia), Shitikova M. (Russia), Spanos P. (USA), Soltakhanov Sh. (Russia), Spasić D.T. (Serbia), Stevanović V. (Serbia), Sun H.G. (Hohai, China), Šumarac D. (Serbia), Terze Z. (Croatia), Tikhonov A. (Russia), Tucker R. (UK), Vignjević R. (UK), Voronkova E. (Russia), Vrcelj Z. (Australia), Vulović S. (Serbia), Zarka J. (France), Zeković D. (Serbia), Živković M. (Serbia), Zorica D. (Serbia) 

Plenary Speakers:

  1. Prof. Dr Miha Brojan – University of Ljubljana, Slovenia
    Title: By Breaking Symmetry to Functionality: Examples from Nonlinear Mechanics of Beams, Plates and Shells
  2. Prof. Dr. Dimitri V. GeorgievskiiInstitute of Mechanics, Lomonosov Moscow State University, Russia
    Title: Elements of the Theory of Constitutive Relations and Formulations of the Linearized Problems on Stability
  3. Prof. Dr. Stefano LenciDepartment of Civil and Building Engineering, and Architecture, Polytechnic University of Marche, Ancona, Italy
    Title: Nonlinear Wave Propagation in Cables and Beams Resting on a Bilinear Foundation
  4. Prof. Dr. Parviz Moin – Center for Turbulence Research, Stanford University, California, USA
    Title: Large Eddy Simulation at Affordable Cost: Application to a Full Aircraft Configuration
  5. Prof. Dr Rafal Rusinek Lublin University of Technology, Lublin, Poland
    Title: Bio-electro-mechanical System of the Human Middle Ear
  6. Assoc. Prof. Dr. Jelena M. Svorcan – Department of Aerospace Engineering, Faculty of Mechanical Engineering, University of Belgrade, Serbia
    Title: Numerical Investigation of Flows Around Small-Scale Propellers: Possibilities and Challenges

Prof. Dr. Miha Brojan

University of Ljubljana, Slovenia

Title: By Breaking Symmetry to Functionality: Examples from Nonlinear Mechanics of Beams, Plates and Shells


The breaking of symmetry during the transition of an equilibrium system in a supercritical state from a symmetric phase, which in the mechanics of structural elements is usually unstable, to a phase that has lower energy and is at least metastable, is rather difficult to predict for the general problems with current theoretical/numerical models. For an adequate description, it is necessary to take into account pronounced geometric nonlinearities, a large number of possible (meta)stable equilibrium states, the possibility of phase transitions between deformation structures (eigenforms) and face the great complexity of equilibrium paths in the supercritical state.
In engineering practice, structural elements such as beams, plates and shells are dimensioned in accordance with standards so that they are not exposed to critical stress and critical deformation, i.e. in the case of slender structures and loss of stability. Thus, at the same time, it is necessary to ensure that all parts of the structure are subcritically loaded. Recently, however, more and more researchers have devoted themselves to exploiting the rich set of deformation structures and phenomena that can accompany the loss of stability, especially on systems that in the deformed configuration possess a periodic structure.
In the lecture, we will focus on three practical examples of loss of stability and formation of a periodic structure. Those are:

  1. slender beam subjected to torsional deformation,
  2. thin two-layer round plates with active deformation in one layer,
  3. thin hemispherical shell on an elastic substrate under the influence of hydrostatic pressure.

In the first case, the critical torsional deformation induces the formation of a helix, which is a periodic spatial curve with constant torsion and bending curvature. A theoretical and experimental model of a deformed beam made of extruded polyamide will be presented, which, due to the geometry and production technology, effectively has a significantly negative thermal expansion coefficient. In the second example, the theoretical and experimental model of homogeneous deformation of round plates and periodic deformation (characteristic) forms, which depend on the size of the load in the supercritical region, will be presented. The third example will describe the theoretical and experimental model of a hemispherical two-layer structure, which consists of a thin, stiffer shell and a softer, thicker substrate. Under the influence of hydrostatic pressure, this system loses stability and forms a periodic surface structure that minimizes mechanical energy by bending and arranging the surface crystal structure. The utility of this model has been demonstrated in applications of smart wetting (to induce super-hydrophobicity/-hydrophilicity), smart bonding, dynamic activation of aero/hydrodynamic drag, etc. The phenomena that are the subject of this lecture are also common to the spectrum of processes in biology, such as in embryogenesis and tissue differentiation (typically: development of brain, intestinal and lung tissue).


Dr. Miha Brojan is an Associate Professor of Mechanics at the Faculty of Mechanical Engineering, University of Ljubljana. He graduated from the same institution in 2010 and received his doctorate in 2003. He completed his postdoctoral training at the Massachusetts Institute of Technology MIT between 2012 and 2013 and in 2016 at Princeton University. For the last two years, he has been working closely with researchers from UCLA University, with whom he is conducting research on the project of activation of slender elastic structures based on loss of stability, transformative structures and the inclusion of artificial intelligence in solving highly nonlinear mechanics problems.
Since 2015, he has been the Head of the Laboratory for Nonlinear Mechanics (LANEM) at the Faculty of Mechanical Engineering at the University of Ljubljana. In recent years, he has been a lecturer on seven subjects; they are: Strength, Thermomechanics, Mechanical Engineering Reporting, Higher Strength, Engineering Mechanics 3, Mechanics of Light Structures and Aircraft Flight Mechanics (where he is a substitute teacher). He is currently mentoring seven undergraduate students, five master’s students and nine doctoral students.
The research he conducts together with colleagues from the laboratory focuses on the mechanical responses and supercritical stability of slender beams, plates and shells. They are also interested in shape memory materials used in elasto-calorics, viscoelasticity and phase transformations of liquid polymers, which turn into solid materials during polymerization. They pay special attention to the formation of periodic structures, which are created in e.g. wrinkling of plates and shells, torsion of beams, etc. In doing so, the research group develops (ab initio) theoretical and numerical predictive models and, more recently, precise desktop experiments, which serve to validate the predictive models or to discover new mechanisms of operation of such structures.

Prof. Dr. Dimitri V. Georgievskii

Institute of Mechanics, Lomonosov Moscow State University, Russia

Title: Elements of the Theory of Constitutive Relations and Formulations of the Linearized Problems on Stability


The report consists of three interconnected parts, one way or another concerning the various aspects of continuum mechanics and the theory of constitutive relations. In the first of them, the basic properties of the operators included in the constitutive relations are described and on this basis a certain classification of media is given. In the second part, the apparatus of tensor nonlinear isotropic functions in the theory of constitutive relations in relation to tensor (vector) nonlinear, or quasilinear media, is developed. In the third part, for the environments described in the previous two parts, the formulations of linearized stability boundary-value problems are given in terms of small perturbations of both initial data and material functions.

Elements of the Theory of Constitutive Relations (CR)

  • Tangent module and tangent pliability as the inverse tensors of the fourth rank. Bounded above, nonnegative and positive definite tangent modulus. Soft and hard characteristics of material.
  • Material functions as the quantities that involve in definitions of the CR-operators and may be determined only in setting experiments.
  • Rheonomic and scleronomous media. Aging and ageless materials.
  • Homogeneous and nonhomogeneous media. Composites as the media where the CR-operators depends on coordinates by discontinuous way. Layered (laminated, stratified), fibrous and granular composites. Micro- and nanocomposites.
  • Elastic solid as the medium where at any time moment the strain tensor and temperature in this time moment are the only independent state parameters.
  • Viscous fluid as the medium where at any time moment the strain rate tensor and temperature in this time moment are the only independent state parameters.
  • Media with memory. Viscoelastic solid.
  • Non-local media. Strong and weak nonlocality.

Isotropic Tensor Functions and Their Invariants in the Theory of Constitutive Relations

  • Most general form of the isotropic tensor function in three-dimensional space.
  • Media possessing a scalar potential. The conditions of potentiality.
  • Incompressible media (fluids). Most general form of the isotropic tensor function in case of incompressibility. Algebraic connection of invariants.
  • Nonlinear elastoviscoplastic media in mechanics of continuum and their possible classification. Tensor (vector) CR and scalar CR. Tensor linear (quasilinear) and tensor nonlinear CR.

 Formulation of the Boundary-Value Problem in Terms of Perturbations

  • The closed systems of linearized equations in terms of perturbations.
  • Linearization of constitutive relations.
  • Linearization of boundary conditions and their transfer from perturbed boundaries to non-perturbed ones.
  • Integral measures evaluating initial and current perturbations. Stability by two measures.
  • Stability with respect to perturbations of material functions.


Dimitri V. Georgievskii is Professor and head of the Chair of Elasticity Theory at Mechanical and Mathematical Department of the Moscow State University. He is Director of the Institute of Mechanics (MSU), Director of the world-class scientific center “Supersonic-MSU” and professor and expert of the Russian Academy of Sciences. In the period 2014-2015 was a Vice-Rector of the MSU.
The field of the main scientific interests of Prof. Georgievskii includes the following problems:

  • Theory of constitutive relations in continuum mechanics. Instrument of tensor functions, Integral representations. Theory of adjusting experiment for obtaining of material functions.
  • Phenomenological description of stress-strain state by multiscale simulation.
  • Asymptotic methods in theory of thin solids. Deformation of solids with strongly distinguishing sizes.
  • Stability of deformation processes in solid mechanics and composite mechanics. The Liapunov – Movchan’ method and its development.
  • Hydrodynamic stability of flows with complex rheology. Spectral problems on stability. The generalized Orr – Sommerfeld’ problems. The integral relations methods and energetic (variational) estimates of stability.
  • Non-Newtonian and viscoplastic flows. Analytical and numerical solutions. Self-similarity and the Stefan’ problem. Applications in oil industry, biomechanics, geotectonics, glaciology.
  • Weak nonhomogeneous flows. Description of transitions to mixing.
  • Heavy gravitational non-stable multilayer systems. Dominating waves. Salt diapirism.
  • Mechanics of n-dimensional solid and n-dimensional continuum.

He is executive secretary of the Editorial Board of Journal “Vestnik Moskovskogo Universiteta. Ser. 1. Matematika, mekhanika”, Scientific Editor (2006-2014) and the Member of the Editorial Board of Journal “Izvestiya Akademii Nauk. Ser. Mekhanika Tverdogo Tela”. The Member of Editorial Board of Journals “Applied Mathematics and Mathematical Physics”, “Composites and Nanostructures”, “Vestnik MGTU. Ser. Estestvennye nauki”, “Mathematical Modeling and Computational Methods”, “Vestnik ChGPU. Ser. Mekhanika Predelnogo Sostoyaniya”, “Vestnik Udmurtskogo Universiteta. Ser. Matematika. Mekhanika. Komp’yuternye nauki”.
Prof. Georgievskii is author or coauthor of four monographs and textbooks, as well as in more than 250 published papers.
Professor Georgievskii is the member of International Higher Education Academy of Sciences, the Member of the Expert Council in mathematics and mechanics of the Russian High Attestation Committee and the Member of the Expert Council in the Russian Fund for Basic Research. He is Member of the Gesellschaft fur Angewandte Mathematik und Mechanik (GAMM), American Mathematical Society (AMS), International Society for Analysis, its Applications, and Computation (ISAAC).
He is decorated with five medals and prizes for his scientific work.
More information about the teaching and publications on the LINK.

Prof. Dr. Stefano Lenci

Department of Civil and Building Engineering, and Architecture, Polytechnic University of Marche, Ancona, Italy

Title: Nonlinear Wave Propagation in Cables and Beams Resting on a Bilinear Foundation


Wave propagation on cable and beams is an old mechanical problem, which is relevant both from theoretical and practical points of view. In the past much has been done, but mainly in the linear realm, even in presence of a (linear) foundation. Much less instead has been developed when there are nonlinearities, and there is still a gap of knowledge in this respect. Various studies are based on numerical simulations, that solve specific problems but do not give an overall understanding of the mechanical behaviour.
In this work I focus on exact mathematical solutions of the nonlinear problem, that are an important to have a full perception of the system characteristic. In the nonlinear realm exact solutions are very few and restricted to particular cases. Fortunately, I found that when the nonlinearity comes from a bilinear foundation, i.e. a substrate that has different stiffnesses in tension and compression, the solution can be obtained analytically.
The obtained solutions are illustrated for the case of cables, beams and nonlocal beams. They have increasing difficulty from a mathematical point of view, and in parallel (and as a consequence, indeed) have more complex and interesting mechanical behaviours.


Stefano Lenci researched and taught at the Universities of Ancona (now Polytechnic University of Marche), Camerino, Pisa, Rome “La Sapienza” and Paris 6, where he stayed for two years and half. He was the responsible of various national and international (with UK, Poland, France, Spain, Brazil, Serbia, Germany, China) scientific projects. He was visiting at the Universities of Paris 6, Wien, Montpellier II, London, Aberdeen, Lublin, Extremadura, Sao Paulo, Rio de Janeiro, Hiroshima, Jeddah, Harbin, Nanjing, Lodz, Novi Sad, Hunan University, Sichuan University of Science and Engineering. He was invited to deliver 40+ seminars in different Universities. He supervised more than 200 undergraduated students and 25 PhD students (4 ongoing). He authored about 400 scientific publications, among which 12 books (2 international) and 204 papers on international, peer reviewed, scientific journals with high impact factor. He has been Guest Editor of Special Issues of “Phil. Trans. Royal Soc. London,” “Nonlinear Dynamics,” “Meccanica,” “Int. J. Non-Linear Mech”, “Math. Prob. Eng.”, “Nonlinear Theory and Its Applications (NOLTA)”, “Actuators”, “Chaos”, “Theoretical and Applied Mechanics Letters”. He is member of various scientific organization, national and international, and he is reviewer for 187 international scientific journals and for research projects of various scientific Institutions (Austria, Belgium, Canada, Israel, Japan, Kazakhstan, Poland, Romania, UK, The Netherlands, Horizon 2020). He delivered invited/keynote/plenary lectures in various Conferences, and chair several sessions in international Congresses. He was the Chairman of the XIX Italian Congress of Mechanics, Ancona, Italy, 14-17 september 2009, of the Euromech 541, Senigallia, Italy, 3-6 June 2013, of the IUTAM Symposium “Enolides,” Novi Sad, Serbia, 15-19 July 2018, of the Euromech Symposium n. 603,” Porto, Portugal, 5-7 September 2018. He was the co-organizer of the CISM course “Global Nonlinear Dynamics for Engineering Design and System Safety,” Udine, Italy, 13-17 June 2016.
His research is focused on the investigation of several aspects of the nonlinear dynamics of various mechanical systems and models, including buckled beams, shallow arches, rolling ships, inverted pendulum between lateral walls, mathematical pendulum, rigid block, infinite beams on unilateral soil, frictional impact oscillator, bilayer beams. An original method for controlling the nonlinear dynamics and chaos has been developed and applied to various mechanical systems. The dynamical integrity of mechanical systems has been investigated, too. Other specific research issues include laying of marine pipelines in deep and ultra-deep waters (the J-lay problem), the dynamic of windscreen wiper, various aspects of the mechanical behaviour of interfaces, and mechanical models for detecting elastic and damaged behaviour of composites.
Recently, he has investigated the nonlinear vibrations of non-uniform beams, and the effects of the boundary conditions of the nonlinear oscillations of beams, the isochronous oscillations of nonlinear beams, wave propagation in beams on unilateral soil, and exact solutions for nonlinear oscillators.
List of publications on the LINK.

Prof. Dr. Parviz Moin

Center for Turbulence Research, Stanford University, California, USA

Title: Large Eddy Simulation at Affordable Cost: Application to a Full Aircraft Configuration


The use of computational fluid dynamics (CFD) for external aerodynamic applications has been a key tool for aircraft design in the modern aerospace industry. In takeoff and landing configurations, predicting the maximum lift an aircraft can produce, and the associated onset of boundary layer separation encountered at high angles of attack is critically important. Flow solutions from state-of-the-art solvers are unable to routinely comply with the stringent accuracy and computational efficiency requirements demanded by industry. In this lecture, I will demonstrate that leveraging large eddy simulation with appropriate wall/subgrid-scale models and low dissipation numerical methods suitable for complex geometries on modern compute architectures offers a tractable path towards meeting these accuracy and affordability requirements.


Parviz Moin is the Franklin and Caroline Johnson Professor in the School of Engineering at Stanford University. He is the founding director of the Center for Turbulence Research, CTR, at Stanford University. CTR is widely recognized as the international focal point for turbulence research.
Professor Moin pioneered the use of direct and Large Eddy Simulation techniques for the study of turbulence physics, control and modelling concepts and has written widely on the structure of turbulent shear flows. His current interests include: large eddy simulation of complex flows, multi-phase flows with application to aircraft icing, hypersonic flows, propulsion, computational science, and flow control. He is a co- Editor of the Annual Review of Fluid Mechanics and Associate Editor of Journal of Computational Physics. Professor Moin is a member of the U.S. National Academy of Sciences, and the National Academy of Engineering. He is a Fellow of the American Academy of Arts and Sciences, AIAA and APS.
More information about the teaching and publications on the LINK

Prof. Dr Rafal Rusinek

Lublin University of Technology, Lublin, Poland

Title: Bio-electro-mechanical System of the Human Middle Ear


The middle ear is the smallest biomechanical structure in the human body which is responsible for sound transmission from the outer ear canal to the cochlea. Sound approaching the outer ear as an acoustic pressure is transformed first into mechanical vibrations in the middle ear and then into electrical signal in the inner ear. This lecture focuses on sound transfer process through the middle ear in case of healthy and damaged (unhealthy) ear. Analyses are performed using mathematical models and verified experimentally by means of the Laser Doppler Vibrometer on the human temporal bones. The damaged ossicular chain is reconstructed with a new designed shape memory prosthesis or alternatively the ear is provided with an active implant. Both methods of treatments are solved numerically to find better conditions to improve hearing loss and to describe ear dynamics with possible regular and irregular vibrations.


Rafal Rusinek educated in Poland, is a head of Biomechanics Department at Lublin University of Technology. His area of research is theoretical and experimental nonlinear dynamics, which he applies to various engineering and biomechanical problems, especially of the middle ear and cutting processes. He has published over 100 journal and conference papers. Rafal Rusinek is the inventor of new patented shape memory prosthesis dedicated for the middle ear and active implant elements. He has established unique experimental laboratory allowing to investigate complex nonlinear dynamic of the middle ear and cutting processes of modern materials.

Assoc. Prof. Dr. Jelena M. Svorcan

Department of Aerospace Engineering, Faculty of Mechanical Engineering, University of Belgrade, Serbia

Title: Numerical Investigation of Flows Around Small-Scale Propellers: Possibilities and Challenges


This talk focuses on flows induced by small-scale propeller blades and the wakes shedding from their tips [1-5]. Flows around propellers for unmanned air vehicles (approximately 25-75 cm in diameter) in hover are simulated by different approaches to considering turbulence. The challenges to simulating these kinds of flows mainly arise from the relatively low values of Reynolds numbers (several tens to several hundreds of thousands) when transition and other flow phenomena may be expected. The adopted numerical set-ups are validated though comparisons with available experimental data [6,7]. It can be concluded that global aerodynamic performance can be determined with satisfactory accuracy (the discrepancies between computed and measured values of thrust and torque remain below several percents). However, discerning the actual flow characteristics remains challenging. Here, some distinguishing features of small Re rotational flows are accentuated and discussed. Vortex wakes shedding from the blades are visualized and analyzed. These two benchmark examples provide useful guidelines for further numerical and experimental studies of small-scale propellers.


Jelena Svorcan is currently an Associate Professor at the Department of Aerospace Engineering of the University of Belgrade, Faculty of Mechanical Engineering in Belgrade, Serbia where she had also previously obtained her PhD in 2014. She was a Fulbright Visiting Scholar at Stanford University, Center for Turbulence Research from November 2021 till July 2022. Throughout an over a decade-long scientific career, her research has mainly been focused on computational aerodynamics, rotating lifting surfaces, wind energy, turbulence, efficiency improvement, numerical simulations, aircraft design and optimization. So far, Svorcan has participated in several national research projects, mainly focused on fluid flow analysis, composite rotors, and drones, including various collaborations with partners from the industry and has authored or co-authored over 100 scientific publications and technical solutions. Svorcan also continuously performs reviews for international scientific journals. She has prepared and given lectures in 10 different subjects at all three levels of study (BSc, MSc, PhD). Svorcan continuously works with students and younger colleagues-researchers, and so far has guided and taken part in several MSc and PhD theses committees.

Paper Publishing

Only selected full papers will be published after review process in the journals:


  • Serbian Society of Mechanics (SSM)
  • Faculty of Engineering, University of Kragujevac
  • Faculty of Mechanical Engineering, University of Belgrade
  • Faculty of Technical Science, University of Novi Sad
  • Faculty of Mechanical Engineering, University of Niš
  • Hellenic Society of Theoretical and Applied Mechanics
  • Institute of Information Technology Kragujevac
  • University of Kragujevac
  • Mathematical Institute of Serbian Academy of Science and Arts
    with the support of
  • Ministry of Science, Technological Development and Innovation of the Republic of Serbia
  • Serbian Academy of Sciences and Arts
  • Serbian Society of Computational Mechanics


The official language of the Congress is English. The papers and presentations submitted should be written in English.

7th Serbian-Greek Symposium on Advanced Mechanics