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Projects / Programmes source: ARIS

Mechanics in Engineering

Periods
Research activity

Code Science Field Subfield
2.05.00  Engineering sciences and technologies  Mechanics   

Code Science Field
T000  Technological sciences   

Code Science Field
2.03  Engineering and Technology  Mechanical engineering 
Keywords
Shape memory alloys, models, generalized plasticity, constrained recovery, geometry optimization level-set method, flutter, structural dynamics, vibrational fatigue, distributed damping, constitutive modelling, digital images, computer vision
Evaluation (rules)
source: COBISS
Researchers (38)
no. Code Name and surname Research area Role Period No. of publicationsNo. of publications
1.  50583  PhD Matic Arh  Computer intensive methods and applications  Junior researcher  2017 - 2018  15 
2.  02034  PhD Miha Boltežar  Mechanical design  Head  2015 - 2018  1,239 
3.  19859  PhD Vitoslav Bratuš  Materials science and technology  Researcher  2015 - 2018  33 
4.  24560  PhD Miha Brojan  Mechanical design  Researcher  2015 - 2018  393 
5.  35437  PhD Matija Brumat  Mechanical design  Researcher  2015 - 2017  21 
6.  36726  PhD Matjaž Čebron  Mechanical design  Researcher  2017 - 2018  76 
7.  25798  PhD Gregor Čepon  Mechanical design  Researcher  2015 - 2018  422 
8.  32073  PhD Martin Česnik  Mechanical design  Researcher  2015 - 2018  133 
9.  22240  PhD Radovan Dražumerič  Manufacturing technologies and systems  Researcher  2015  78 
10.  37444  PhD Armin Drozg  Mechanics  Junior researcher  2015 - 2018  13 
11.  14872  PhD Martin Furlan  Mechanics  Researcher  2015 - 2018  49 
12.  29622  PhD Bojan Gjerek  Mechanical design  Researcher  2015  10 
13.  20443  PhD Miroslav Halilovič  Mechanics  Researcher  2015 - 2018  400 
14.  37442  PhD Jaka Javh  Mechanical design  Junior researcher  2015 - 2018  22 
15.  32086  PhD Matija Javorski  Electric devices  Researcher  2015  31 
16.  33839  Luka Kenk    Technical associate  2015 - 2017 
17.  10424  PhD Pino Koc  Mechanics  Researcher  2015 - 2018  260 
18.  01698  PhD Franc Kosel  Mechanical design  Researcher  2015  816 
19.  15696  PhD Tadej Kosel  Engineering sciences and technologies  Researcher  2015 - 2018  441 
20.  38149  PhD Damjan Lolić  Mechanics  Junior researcher  2015 - 2018  11 
21.  10440  PhD Aleš Mihelič  Mechanics  Researcher  2016 - 2018  109 
22.  08719  PhD Nikolaj Mole  Mechanics  Researcher  2015 - 2018  334 
23.  34657  PhD Matjaž Mršnik  Mechanics  Researcher  2016 - 2017  44 
24.  34412  PhD Eneja Osterman  Energy engineering  Junior researcher  2015  28 
25.  18574  Zoran Otrin    Technical associate  2015 - 2016  16 
26.  32081  PhD Igor Petrović  Mechanics  Researcher  2016 - 2018  56 
27.  51896  PhD Miha Pogačar  Mechanics  Junior researcher  2018  26 
28.  15850  PhD Primož Rus  Mechanics  Researcher  2017 - 2018  55 
29.  34415  PhD Matej Sitar  Mechanics  Junior researcher  2015  17 
30.  23010  PhD Janko Slavič  Mechanical design  Researcher  2015 - 2018  651 
31.  36405  PhD Blaž Starc  Mechanics  Researcher  2015 - 2018  81 
32.  33274  PhD Bojan Starman  Mechanics  Researcher  2015 - 2018  124 
33.  08005  PhD Alojz Suhadolnik  Mechanical design  Researcher  2015 - 2017  56 
34.  13088  PhD Viktor Šajn  Mechanical design  Researcher  2015 - 2018  151 
35.  04078  PhD Boris Štok  Mechanics  Researcher  2015 - 2018  546 
36.  33473  PhD Janez Urevc  Mechanics  Researcher  2017 - 2018  140 
37.  16148  PhD Tomaž Videnič  Mechanical design  Researcher  2015 - 2018  99 
38.  28648  PhD Marko Vrh  Mechanics  Researcher  2015  82 
Organisations (1)
no. Code Research organisation City Registration number No. of publicationsNo. of publications
1.  0782  University of Ljubljana, Faculty of Mechanical Engineering  Ljubljana  1627031  29,223 
Abstract
Mathematical models which describe thermomechanical behavior of SMA can be classified into three major categories: microscopic thermodynamic models, macroscopic phenomenological models and micromechanics- based macroscopic models. Our goal is develoving macroscopic phenomenological models to describe multiaxial stress-strain state in multiaxial SMA elements and nonconstant stress-strain state in uniaxial SMA elements.   Geometry optimization of die-cast brackets of the car engine with the purpose of material saving at prescribed load-carrying capacity, geometrical and technological constraints. Geometry optimization is based on variational formulation of the optimization problem in combination with level-set method to describe the geometry of the element.   Theoretically and practically we will analyze the impact of wind gusts (bora) on a vehicle and develop a wind barrier specifically for protection against northern wind.   The pressure of hot gases in the exhaust system will be measured with a high dynamic pressure gauge with aim to determine the velocity of hot gases. For this we have to develop a passive Doppler method for the detection of progressive and reverse shock wave formed at the opening of the exhaust valve.   Specific interest will go into vibrational fatigue research. Different mechanisms of damping in materials will be addressed focused at spatial damping distribution of composite structures. Another goal includes the characterisation of smart structures with included primary or secondary sensing function. In the field of dynamics of systems of rigid and flexible bodies the continuation of moving 1D and 2D continuum will be researched applying the absolute nodal coordinate approach.   A key topic of the research will be constitutive modelling and numerical aspects related to efficient implementation into FEM programs. The topic has arisen from an industrial problem, where we tried to predict springback behaviour of a sheet metal formed part using FEM. In order to create a computationally efficient method for material modelling, the majority of efforts will be focused into the development of numerical methods in the field of  constitutive modelling.   Another important issue in the practical use of constitutive models is material characterization. Complex models have a larger number of parameters, hence their identification becomes more difficult. When there is a lack of experimental data, an identification problem becomes ill-posed. Our plan is to develop our own algorithm for inverse identification of model parameters.   Algorithms for measuring the parameters of digital images enable measurement and represent a basis for steering vehicles in automotive industry. In addition to existing algorithms new algorithms are under development based on Bezier curves and their use will be introduced into computer vision recognition in automotive industry and automation of production lines.
Significance for science
Modeling of large deformations of multi-axial structural elements is usually quite challenging. Due to the complex mechanical response it is necessary to find solutions of the mathematical model numerically, since analytical solutions are rarely available. To confirm the theoretical predictions it is necessary to perform also carefully designed and conducted laboratory experiments, which together with the theory contribute to a better understanding of the problem.   Modeling of constrained recovery is very important because the process can be innovatively applied in many practical applications. Since the process is still not well described, especially in multiaxial SMA elements with complex stress-strain state, its consequences cannot be predicted adequately. Efficient mathematical models of constrained recovery would lead to better understanding of the process.   Variational formulation of general geometry optimization problem using the level-set method in order to simplify the description of complex geometry.   Aeroelastic optimization of a flexible airfoil with respect to stability boundary, based on the analytical flutter model.   The method for determining fluid velocity based on the speed of the progressive and reverse shock wave is an extension of the basic method of generating a shock wave in the solid shock tube. Due to physical limitations of a classical shock tube, measurements of shock waves in moving fluid cannot be performed, which is nevertheless essential for proper assessment of physical events in the exhaust system.   The analysis of the flying projectile disturbance at the outlet of the pipe has not been studied in detail. We believe that for successful solutions we have to prevent oscillations at the exit of the tube, which would contribute to smaller scatter of projectiles.     Understanding the structural dynamics behaviour is essential in order to increase fatigue life or decrease the noise levels of products. With the proposed research we plan to increase scientific knowledge of distributed damping in real structures. Specifically our aim is to contribute to damping modeling and identification. This is very fundamental in structural dynamics. Some improvements in joint modeling are also expected.   Nowadays researchers are dealing with a field of constitutive modelling worldwide. Especially, for industrial purposes it is very important to handle complex boundary value problems with complex geometries, hence in this regard the most promising way for the researchers is to upgrade FEM programs with new constitutive models.   Non-contact measurements and control require the development of new algorithms that enable fast and accurate image processing and preparation of results for further processing. The developed new algorithms will be publishable in the field of  mathematical and engineering science.
Significance for the country
Based on a good predictive model of large deformations, production companies engaged in material forming, e.g. automotive, aerospace, construction industry, as well as companies that develop home and kitchen appliances can quickly and economically produce quality end products.   Shape memory alloys belong to the category of so-called »adaptive« materials. Not only are they useful as structural elements, appreciable for their mechanical properties such as toughness; they are also capable of fulfilling functions such as that of a sensor or an actuator. The process of constrained recovery makes SMAs ideally suited for the use as fasteners, seals, connectors and clamps in variety of industrial applications. Similarly biomedical products could also be manufactured from shape memory alloys.   The goal of geometry optimization is material saving or better exploitation of material, which results in better competitiveness of the product. The proposed research can be applied especially in automotive and aerospace industry.   All the research results will be transferred to Pipistrel company which will manufacture the propeller. The active control boundary layer propeller will be used on Pipistrel electric airplanes.   Further development of high-temperature dynamic pressure sensor will enable even higher temperatures and vibration of exhaust gases. Based on the research results the company Akrapovic will construct and manufacture high performance exhaust systems for the internal combustion engine to increase torque, power and efficiency.   The development of high performance propellers for aircraft with electric drive will increase efficiency and reduce airplane noise especially at the stage of acceleration, which will contribute to environment protection measures in Slovenia.   Direct impact is forseen with the collaboration to our industrial partner, which is a big Slovene export Tier 1 supplier and develops the pressure sensing glow plugs. With the help of the proposed programme it is aimed to strenghten the position of global markets. Indirect impact is expected at competences development, used in a broader sense in many Slovene automotive companies. Additional impact is also expected from supervising several PhD students and increasing their knowledge in noise and vibration.   In Slovenia, one of the better-standing industries is automotive industry. Progress and development in this sector also presents computer vision including the recognition and identification of objects. For this purpose, algorithms for determining the contours of digital curves and their transformation to parametric curves are essential.
Most important scientific results Annual report 2015, 2016, 2017, final report
Most important socioeconomically and culturally relevant results Annual report 2015, 2016, 2017, final report
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