Vladimír Chmelko

Prof. Vladimír Chmelko

Applied Mechanics & Mechatronics, Slovak University of Technology in Bratislava, Bratislava, Bratislavský, Slovakia
+2
orcid

Research Focus & Metrics

Academic Career Length

14Years (2013-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 October 2020 in Measurement
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Journal Article
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Vladimír ChmelkoVladimír Chmelko
Vladimír Chmelko
MGM. Garan
M. Garan
MŠM. Šulko
M. Šulko

1 June 2020 in International Journal of Fatigue
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Journal Article
Closed access
Vladimír ChmelkoVladimír Chmelko
Vladimír Chmelko
MMMatus Margetin
Matus Margetin

25 December 2021 in Metals
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Journal Article
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Vladimír ChmelkoVladimír Chmelko
Vladimír Chmelko
MHMichal Harakaľ
Michal Harakaľ
PŽPavel Žlábek
Pavel Žlábek
MMMatus Margetin
Matus Margetin
RĎRóbert Ďurka
Róbert Ďurka
The fatigue life curves of materials are very sensitive to the magnitude of the stress amplitude. A small change or inaccuracy in the determination of the stress value causes large changes or inaccuracies in the calculated fatigue life estimate. Therefore, the use of computer simulations for fatigue life estimation requires a proper model development methodology. The paper is devoted to the problem of the modeling of components in notches using FEM. The modeling parameters significantly influencing the obtained stress results have been defined. Exact analytical solutions served as a benchmark for comparing the accuracy of the stress values obtained using FEM models. For the selected 2D and 3D notched components, diagrams were created for sensitivity analysis of the influence of the mesh element density at the root of the notch in correlation with the exact analytical solution. The findings from model building were applied to model the stress concentration at the root of a V-weld joint in a gas pipeline.

16 August 2021 in Fatigue & Fracture of Engineering Materials & Structures
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Jan PapugaJan Papuga
Jan Papuga
MMMatus Margetin
Matus Margetin
Vladimír ChmelkoVladimír Chmelko
Vladimír Chmelko

7 April 2024 in Metals
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Vladimír ChmelkoVladimír Chmelko
Vladimír Chmelko
TKTomáš Koščo
Tomáš Koščo
MŠMiroslav Šulko
Miroslav Šulko
MMMatus Margetin
Matus Margetin
JSJaroslava Skriniarova
Jaroslava Skriniarova
Poisson’s ratio is one of the fundamental characteristics in the material models that are used. In engineering practice, its values are assumed to be constant in the elastic and in the plastic region. In this paper, the conventionally used values of this number for steel materials and aluminum alloys are confronted with experimental results. By using non-contact strain measurements with the DIC (digital image correlation) method, the evolution of the Poisson ratio value in the regions of transition from the elastic to the plastic region as well as in the regions of large plastic deformations was documented. The obtained experimental results are graphically compared using the proposed strain scaling. The gradient of the Poisson ratio changes in the vicinity of the yield stress is significant, indicating the need for a refinement of the material models in this region. Deviations from the conventionally used value of this number were found in the large plastic deformation region. In conclusion, a possible approach for improving the accuracy of simulations in FEM softwares was formulated.

24 March 2023 in Materials
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Journal Article
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Vladimír ChmelkoVladimír Chmelko
Vladimír Chmelko
MŠMiroslav Šulko
Miroslav Šulko
JSJaroslava Skriniarova
Jaroslava Skriniarova
MMMatus Margetin
Matus Margetin
MGMarek Gašparík
Marek Gašparík
MSMarián Semeš
Marián Semeš
Additive metals are practically identical in strength to the properties of conventionally produced materials. This article experimentally analyses strength properties and fatigue properties in the tensile–pressure mode for two different directions of 3D printing of AlSi10Mg material. The resulting fatigue parameters of the Basquin curve are confronted with a conventionally produced alloy of the same composition. The microstructure analysis explains the different fatigue properties obtained by these two material production technologies. Phenomena such as strength enhancement in additive manufacturing material, anisotropy of cyclic properties, and cyclic hardening are discussed. The limits of current additive manufacturing are clarified, and the future direction of research in this field is outlined.