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Mark Schiebl

M.Sc. Mark Schiebl

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Mittwoch, 14:00 - 15:00 Uhr


Raum: 215
Tel.: +49 721 608-43252
Fax: +49 721 608-47990
Mark SchieblPcn4∂kit edu

Institut für Mechanik
Karlsruher Institut für Technologie (KIT)

Geb. 10.30 
Otto-Ammann-Platz 9
D-76131 Karlsruhe 



Arbeitsgebiete

Numerische Mechanik
Strukturerhaltende Integratoren
GENERIC Formalismus

Auszeichnungen

Ludwig-Lenz-Züblin-Preis 2017
für hervorragende Leistungen im Masterstudium am KIT

Hochschulpreis 2015 der Stadt Karlsruhe
für die Masterarbeit „Integration thermoelastisch gekoppelter diskreter Systeme“ sowie für die im Rahmen des Studiums am KIT erbrachten Leistungen

Lehre (Übungen)

Grundlagen Finite Elemente (WS 2018/19)
Numerische Strukturdynamik (SS 2017, SS 2018)
Dynamik (WS 2016/17)
Festigkeitslehre (SS 2016)
Statik starrer Körper (WS 2015/16)
Baudynamik-Praktikum (WS 2015/16, WS 2017/18)

Betreute Arbeiten (BA, MA)

Ströhle, Timo: Galerkin-basierte gemischte Finite Elemente in der Zeit für die Strukturdynamik (MA, 2017)
Bartmann, Massimo: Thermomechanisch gekoppelte Hellinger-Reissner-Formulierung (MA, 2016)

Kursteilnahme

Short Course at ECCOMAS MSF 2017, Current Research on Solids & Fluids, Ljubljana, Slovenia, 2017

3rd GAMM Juniors' Summer School - Geometric Methods in Multi-Body and Structural Dynamics (Modeling, Simulation and Control), Großbothen, Germany, September 5-9, 2016

Veröffentlichungen

Betsch, P., Schiebl, M.: Energy-Momentum-Entropy consistent numerical methods for large strain thermoelasticity relying on the GENERIC formalism. Int. J. Numer. Meth. Engng, 2019, DOI

Ströhle, T., Betsch, P., Schiebl, M.: Galerkin-based mixed time finite elements for structural dynamics. PAMM Proc. Appl. Math. Mech. 18(1), 2018, DOI

Schiebl, M., Betsch, P.: A general framework for the thermodynamically consistent time integration of open nonlinear thermoelastic systems. PAMM Proc. Appl. Math. Mech. 18(1), 2018, DOI

Franke, M., Janz, A., Schiebl, M., Betsch, P.: An energy-momentum consistent integration scheme using a polyconvexity-based framework for non-linear thermo-elastodynamics. Int. J. Numer. Meth. Engng, 2018, 1-29, DOI

Schiebl, M., Betsch, P., Hesch, C.: A temperature-based GENERIC approach for the thermodynamically consistent integration of thermoelastic solids. PAMM Proc. Appl. Math. Mech. 17, 553-553, 2017, DOI

Schiebl, M., Betsch, P., Hesch, C.: Thermodynamically consistent integration of coupled thermoelastic systems. PAMM Proc. Appl. Math. Mech. 16, 235-236, 2016, DOI

Konferenzbeiträge

Schiebl, M., Betsch, P.: GENERIC-based numerical methods for the thermodynamically consistent simulation of coupled thermomechanical solids. 13th World Congress in Computational Mechanics (WCCM), New York City, NY, USA, July 2018

Schiebl, M., Betsch, P.: Energy-Momentum-Entropy consistent numerical methods for thermomechanically solids based on the GENERIC formalism. 6th European Conference on Computational Mechanics (ECCM), Glasgow, UK, June 2018

Schiebl, M., Betsch, P.: Comparison of general thermodynamically consistent time integration methods for open nonlinear thermoelastic systems. 89th Annual Meeting of the International Association of Applied Mathematics and Mechanics (GAMM), Munich, Germany, March 19 - 23, 2018

Schiebl, M., Betsch, P.: A temperature-based approach for the thermodynamically consistent integration of thermoelastic solids using the GENERIC framework for open systems. 3rd International Conference on Computational Models for Solids and Fluids - ECCOMAS MSF 2017, Ljubljana, Slovenia, September 20 - 22, 2017

Schiebl, M., Betsch, P., Hesch, C.: Thermodynamically consistent integration of thermoelastic solids using a temperature-based GENERIC framework. VIIth International Conference on Computational Methods for Coupled Problems in Science and Engineering, COUPLED PROBLEMS 2017, Rhodes Island, Greece, June 12-14, 2017

Schiebl, M., Betsch, P., Hesch, C.: A temperature-based GENERIC approach for the thermodynamically consistent integration of thermoelastic solids. 88th Annual Meeting of the International Association of Applied Mathematics and Mechanics (GAMM), Weimar, Germany, March 06 - 10, 2017

Schiebl, M., Betsch, P., Hesch, C.: Thermodynamically consistent integration of coupled thermoelastic systems. 87th Annual Meeting of International Association of Applied Mathematics and Mechanics (GAMM), Braunschweig, Germany, March 07 - 11, 2016