Contact
Pfaffenwaldring 7
70569 Stuttgart
Germany
Room: 3.171
Subject
- Continuum Mechanics and Computational Material Modelling
- Stability Analysis in Finite-Strain Electro-Magneto-Mechanics
- First- and Second-Order Computational Homogenization of Composites
- Deformation-Diffusion processes in Periodic Hydrogels
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E. Polukhov, L. Pytel &
M.-A. Keip
Swelling-induced pattern transformations of periodic hydrogels—from the wrinkling of internal surfaces to the buckling of thin films. Journal of the Mechanics and Physics of Solids 175 (2023), 105250 - A. Kanan, E. Polukhov,
M.-A. Keip , L.
Dorfmann, M Kaliske
Computational material stability analysis in finite thermo-electro-mechanics. Mechanics Research Communications 121 (2022), 103867 -
S.
Sriram,
E. Polukhov &
M.-A. Keip
Transient stability analysis of composite hydrogel structures based on a minimization-type variational formulation . International Journal of Solids and Structures 230-231(10) (2021):111080. -
E. Polukhov &
M.-A. Keip
Swelling-Induced Instabilities of Polymeric Hydrogels with Periodic Microstructures. 14th World Congress on Computational Mechanics (WCCM) (2021), 1-12.
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E. Polukhov &
M.-A. Keip
Multiscale stability analysis of periodic magnetorheological elastomers. Mechanics of Materials 159 (2021):103699.
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E. Polukhov &
M.-A. Keip
On the Computational Homogenization of Deformation–Diffusion Processes. Proceedings in Applied Mathematics and Mechanics 20(1) (2021) -
S. Sriram,
E. Polukhov &
M.-A. Keip
Computational Stability Analysis of Diffusion-Deformation Processes at Finite Strains. Proceedings in Applied Mathematics and Mechanics 20(1) (2021) -
E. Polukhov &
M.-A. Keip
Computational homogenization of transient chemo-mechanical processes based on a variational minimization principle. Advanced Modeling and Simulation in Engineering Sciences 7 (2020)7:35.
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E. Polukhov,
D.
Vallicotti &
M.-A. Keip
Computational stability analysis of periodic electroactive polymer composites across scales. Computer Methods in Applied Mechanics and Engineering 337 (2018), 165–197.
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M.-A. Keip &
E. Polukhov
Computational stability analysis of magnetorheological elastomers across scales. Proceedings in Applied Mathematics and Mechanics 18 (2018).
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M.-A. Keip &
E. Polukhov
Multiscale computational stability analysis of magnetorheological elastomers. Proceedings of the Third Seminar on the Mechanics of Multifunctional Materials (2018), 53–56.
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E. Polukhov,
D. Vallicotti
&
M.-A. Keip
Computational Multi‐Scale Stability Analysis of Periodic Electroactive Polymer Composites at Finite Strains. Proceedings in Applied Mathematics and Mechanics 17 (2017), 543–544.
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E. Polukhov
Computational Multi-scale Instability Analysis of Periodic EAP Composites in Finite Strains. Master Thesis (2016), Institute of Applied Mechanics (CE), Chair I, University of Stuttgart.
- since 2017: Research associate at the Institute of Applied Mechanics, University of Stuttgart
- 2014–2016: Master studies in Computational Mechanics of Materials and Structures (COMMAS), University of Stuttgart
- 2012–2014: Master studies in Mechanical Engineering, Azerbaijan State Oil Academy, Azerbaijan
- 2008–2012: Bachelor studies in Mechanical Engineering, Azerbaijan State Oil Academy, Azerbaijan
- "Second-order computational homogenization of fluid flow in porous media". GAMM 93rd Annual Meeting, May 30 – June 2, 2023, Dresden, Germany
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“Towards the Computational Homogenization of Fracturing in Elastic-
Plastic Solids”. GAMM 92nd Annual Meeting, August 15 – 19, 2022, Aachen,
Germany -
“Structural and Material Instabilities in Periodic Hydrogel Systems”. 9th
GACM Colloquium, September 21 – 23, 2022, Essen, Germany -
“Fluid-Driven Hydraulic Fracturing of Porous Materials across Scales”.
Workshop FE-ohne-Schee, July 18, 2022, Hirschegg, Austria -
“Microscopic and Macroscopic Instabilities in Magnetorheological
Elastomers with Periodic Microstructures”, International Colloquium of
Interactive Fiber Rubber Composites, Dresden, Germany, September 28-29,
2021 -
“Diffusion-Driven Pattern Transformations in Polymeric Hydrogels” at the
Institute of Structural Mechanics, Technical University of Dresden,
September 27, 2021 -
"Investigation of Instability-Induced Pattern Transformations in Periodic Hydrogels based on a
Incremental Minimization Principle".
25th ICTAM Congress, August 22 - 27, 2021, Virtual Congress, Milano, Italy
- "On the Computational Homogenization of Deformation–Diffusion Processes". GAMM 91st Annual Meeting, March 15 – 19, 2021, Virtual Conference, Kassel, Germany
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"Swelling-Induced Instabilities of Polymeric Hydrogels with Periodic Microstructures". 14th World Congress on Computational Mechanics (WCCM), ECCOMMAS Congress 2020, January 11 – 15, 2021, Virtual Congress
- "Computational Multiscale Stability Analysis of Periodic Magnetorheological Elastomers". ECCOMAS Thematic Conference on Computational modeling of Complex Materials across the Scales, November 7 – 9, Paris, France
- "Computational Multi-Scale Stability Analysis of Two-Phase Periodic Electroactive Polymer Composites at Finite Strains". 3rd Seminar on Ferroic Functional Materials and 13th International Workshop on Direct and Inverse Problems in Piezoelectricity, October 4 – 6, 2017, Kassel, Germany
- "Computational Multi-Scale Stability Analysis of Periodic Electroactive Polymer Composites at Finite Strains". GAMM 88th Annual Meeting, 2017, March 6 – 10, 2017, Weimar, Germany
- "Computational Multi-scale Instability Analysis of Periodic EAP Composites in Finite Strains". Master Thesis presentation, November 15, 2016, University of Stuttgart, Germany