Thomas Böhlke Thomas Böhlke

Prof. Dr.-Ing. habil. Thomas Böhlke

  • Institutsleitung
  • Professor für Kontinuumsmechanik
    im Maschinenbau
    Studiendekan Mechanical Engineering
    (International)
  • Sprechstunden: 

    Dienstag: 16:00-17:30 Uhr
    Vereinbaren Sie bitte einen Termin im Sekretariat.

  • Raum: R 301.4 (Eingang) / 301.3
  • Tel.: +49 721 608-48852
  • Fax: +49 721 608-44187
  • thomas boehlke ∂does-not-exist.kit edu

  • Karlsruher Institut für Technologie (KIT)
    Kaiserstraße 10
    Gebäude: 10.23
    76131 Karlsruhe

Curriculum Vitae

seit 10/2023 Studiendekan für Mechanical Engineering (International)/ MEI, Karlsruher Institut für Technologie (KIT)
seit 2021 Mitglied des Editorial Board der Zeitschrift Archive of Applied Mechanics
seit 2020 Editor bei Acta Mechanica
seit 2014 Sprecher des internationalen DFG-Graduiertenkollegs GRK 2078:
"Integrated engineering of continuous-discontinuous long fiber reinforced polymer structures" (CoDiCoFRP) 
2012-2020 Mitglied des DFG-Fachkollegiums 402 Mechanik und Konstruktiver Maschinenbau
2009-2013 Sprecher des GAMM-Fachausschusses Multiscale Material Modeling
seit 2009 Mitglied des Editorial Board der Zeitschrift für Angewandte Mathematik und Mechanik
12/2007 Preis für "Exzellente Lehre", Universität Karlsruhe (TH)
02/2007  Abschluss des Habilitationsverfahrens an der Otto-von-Guericke-Universität Magdeburg,
 Titel der kumulativen Habilitationsschrift:Kristallografische Textur und kontinuumsmechanische Modellbildung
seit 10/2006 Professur für Kontinuumsmechanik im Maschinenbau, Institut für Technische Mechanik, Universität Karlsruhe (TH)
10/2005-09/2006 Vertretungsprofessur für Technische Mechanik und Kontinuumsmechanik, Universität Kassel
12/2002-09/2005 Juniorprofessur Mikro-Makro-Wechselwirkungen in der Mechanik, Universität Magdeburg
12/2000-11/2002 Wissenschaftlicher Assistent am Institut für Mechanik, Universität Magdeburg (Prof. Bertram)
11/2001 Dissertationspreis 2001 der Otto-von-Guericke-Universität Magdeburg
11/2000 Promotion an der Otto-von-Guericke-Universität Magdeburg,
Titel: Crystallographic Texture Evolution and Elastic Anisotropy: Simulation, Modeling and Applications
Gutachter: Prof. A. Bertram (Univ. Magdeburg), Prof. E. Krempl (RPI, USA)
Prädikat:  „Summa cum laude“
05/1998-10/1998
und 08/1999    		 Gastwissenschaftler am Rensselaer Polytechnic Institute (Troy, NY, USA)
Mechanics of Materials Laboratory (Prof. Krempl)
01/1996-11/2000 Wissenschaftlicher Mitarbeiter am Institut für Mechanik, Universität Magdeburg (Prof. Bertram)          
10/1990-12/1995   Studium Maschinenbau / Physikalische Ingenieurwissenschaft, TU Berlin, Diplom mit Auszeichnung

Forschungsschwerpunkte

  • FE-basierte Mehrskalenmethoden
  • Homogenisierung elastischer, spröd-elastischer und visko-plastischer Materialeigenschaften
  • Mathematische Beschreibung von Mikrostrukturen
  • Lokalisierungs- und Versagensmechanismen

 

Veröffentlichungen


2024
Steady laminar stagnation flow NH3-H2-air flame at a plane wall: Flame extinction limit and its influence on the thermo-mechanical stress and corrosive behavior of wall materials
Yu, C.; Srikanth, S.; Böhlke, T.; Gorr, B.; Maas, U.
2024. Applications in Energy and Combustion Science, 18, Article no: 100261. doi:10.1016/j.jaecs.2024.100261
Phase transformation in the palladium hydrogen system: Effects of boundary conditions on phase stabilities
Dyck, A.; Böhlke, T.; Pundt, A.; Wagner, S.
2024. Scripta Materialia, 247, Article no: 116117. doi:10.1016/j.scriptamat.2024.116117
On the effectiveness of deep material networks for the multi-scale virtual characterization of short fiber-reinforced thermoplastics under highly nonlinear load cases
Dey, A. P.; Welschinger, F.; Schneider, M.; Köbler, J.; Böhlke, T.
2024. Archive of Applied Mechanics. doi:10.1007/s00419-024-02558-w
Generalized micromechanical formulation of fiber orientation tensor evolution equations
Karl, T.; Böhlke, T.
2024. International Journal of Mechanical Sciences, 263, Art.-Nr.: 108771. doi:10.1016/j.ijmecsci.2023.108771
Continuous Simulation of a Continuous-Discontinuous Fiber Reinforced Thermoplastic (CoDiCoFRTP) Compression Molding Process
Schreyer, L.; Scheuring, B. M.; Christ, N.; Blarr, J.; Krauß, C.; Liebig, W. V.; Weidenmann, K. A.; Böhlke, T.; Hrymak, A.; Kärger, L.
2024. Proceedings of the 2023 International Conference on Composite Materials, Belfast, 30th July - 4th August 2023, Queen’s University Belfast
On the Averaging and Closure of Fiber Orientation Tensors in Virtual Process Chains
Krauß, C.; Bauer, J. K.; Mitsch, J.; Böhlke, T.; Kärger, L.
2024. Journal of Elasticity. doi:10.1007/s10659-024-10050-3
A multiphase-field approach to small strain crystal plasticity accounting for balance equations on singular surfaces
Prahs, A.; Schöller, L.; Schwab, F. K.; Schneider, D.; Böhlke, T.; Nestler, B.
2024. Computational Mechanics, 73, 773–794. doi:10.1007/s00466-023-02389-6
2023
Homogenizing the viscosity of shear-thinning fiber suspensions with an FFT-based computational method
Sterr, B.; Wicht, D.; Hrymak, A.; Schneider, M.; Böhlke, T.
2023. Journal of Non-Newtonian Fluid Mechanics, 321, Art.-Nr. 105101. doi:10.1016/j.jnnfm.2023.105101
An orientation corrected shaking method for the microstructure generation of short fiber-reinforced composites with almost planar fiber orientation
Lauff, C.; Schneider, M.; Montesano, J.; Böhlke, T.
2023. Composite Structures, 322, Art.-Nr.: 117352. doi:10.1016/j.compstruct.2023.117352
A micromechanical cyclic damage model for high cycle fatigue failure of short fiber reinforced composites
Hessman, P. A.; Welschinger, F.; Hornberger, K.; Böhlke, T.
2023. Composites Part B: Engineering, 264, Art.-Nr.: 110855. doi:10.1016/j.compositesb.2023.110855
On fully symmetric implicit closure approximations for fiber orientation tensors
Karl, T.; Schneider, M.; Böhlke, T.
2023. Journal of Non-Newtonian Fluid Mechanics, 318, 105049. doi:10.1016/j.jnnfm.2023.105049
Analytical investigation of a grain boundary model that accounts for slip system coupling in gradient crystal plasticity frameworks
Erdle, H.; Böhlke, T.
2023. Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences, 479 (2273), Art.-Nr.: 20220737. doi:10.1098/rspa.2022.0737
Variety of Planar Fourth‐Order Fiber Orientation Tensors and Implications on Effective Elastic Stiffnesses
Bauer, J. K.; Seelig, T.; Hrymak, A.; Böhlke, T.
2023. PAMM, 22 (1), Art.-Nr.: e202200158. doi:10.1002/pamm.202200158
Material‐informed training of viscoelastic deep material networks
Gajek, S.; Schneider, M.; Böhlke, T.
2023. PAMM, 22 (1), Art.-Nr.: e202200143. doi:10.1002/pamm.202200143
Linear and nonlinear thermoviscoelastic behavior of polyamide 6
Keursten, J.; Kehrer, L.; Böhlke, T.
2023. PAMM, 22 (1), Art.-Nr.: e202200145. doi:10.1002/pamm.202200145
On the Phase Space of Fourth-Order Fiber-Orientation Tensors
Bauer, J. K.; Schneider, M.; Böhlke, T.
2023. Journal of Elasticity, 161–184. doi:10.1007/s10659-022-09977-2
Flame–Solid Interaction: Thermomechanical Analysis for a Steady Laminar Stagnation Flow Stoichiometric NH 3 –H 2 Flame at a Plane Wall
Yu, C.; Böhlke, T.; Valera-Medina, A.; Yang, B.; Maas, U.
2023. Energy & Fuels, 37 (4), 3294–3306. doi:10.1021/acs.energyfuels.2c03804
Revisiting analytic shear-lag models for predicting creep in composite materials
Dyck, A.; Wicht, D.; Kauffmann, A.; Heilmaier, M.; Böhlke, T.
2023. Scripta Materialia, 224, Article no: 115142. doi:10.1016/j.scriptamat.2022.115142
A probabilistic virtual process chain to quantify process-induced uncertainties in Sheet Molding Compounds
Meyer, N.; Gajek, S.; Görthofer, J.; Hrymak, A.; Kärger, L.; Henning, F.; Schneider, M.; Böhlke, T.
2023. Composites Part B: Engineering, 249, Art.-Nr.: 110380. doi:10.1016/j.compositesb.2022.110380
Fiber orientation tensor approximations based on an implicitly defined closure approach
Karl, T.; Schneider, M.; Böhlke, T.
2023. 23rd International Conference on Composite Materials, ICCM 2023, Belfast 30th July-4th August 2023, Queen’s University Belfast
Generation and analysis of digital twins for CoDiCoFRP accounting for fiber length and orientation distribution
Lauff, C.; Schneider, M.; Böhlke, T.
2023. Proceedings of the 23rd International Conference on Composite Materials : (ICCM 23) held in Belfast, Northern Ireland, from July 30th to August 4th 2023, Queen’s University Belfast
Improvement of process control in sheet metal forming by considering the gradual properties of the initial sheet metal
Zettl, B.; Schmid, H.; Pulvermacher, S.; Dyck, A.; Böhlke, T.; Gibmeier, J.; Merklein, M.
2023. The Journal of Strain Analysis for Engineering Design. doi:10.1177/03093247231166035
Influence of flow–fiber coupling during mold-filling on the stress field in short-fiber reinforced composites
Karl, T.; Zartmann, J.; Dalpke, S.; Gatti, D.; Frohnapfel, B.; Böhlke, T.
2023. Computational Mechanics, 71 (5), 991–1013. doi:10.1007/s00466-023-02277-z
Dynamic mechanical analysis of PA 6 under hydrothermal influences and viscoelastic material modeling
Kehrer, L.; Keursten, J.; Hirschberg, V.; Böhlke, T.
2023. Journal of Thermoplastic Composite Materials. doi:10.1177/08927057231155864
Rapid inverse calibration of a multiscale model for the viscoplastic and creep behavior of short fiber-reinforced thermoplastics based on Deep Material Networks
Dey, A. P.; Welschinger, F.; Schneider, M.; Gajek, S.; Böhlke, T.
2023. International Journal of Plasticity, 160, Art.-Nr.: 103484. doi:10.1016/j.ijplas.2022.103484
Exact second moments of strain for composites with isotropic phases
Krause, M.; Pallicity, T. D.; Böhlke, T.
2023. European Journal of Mechanics - A/Solids, 97, Art.Nr. 104806. doi:10.1016/j.euromechsol.2022.104806
2022
Estimating stress fluctuations in polycrystals using an improved maximum entropy method
Krause, M.; Böhlke, T.
2022. ECCOMAS Congress 2022 - 8th European Congress on Computational Methods in Applied Sciences and Engineering, International Centre for Numerical Methods in Engineering (CIMNE). doi:10.23967/eccomas.2022.111
Mechkit: A continuum mechanics toolkit in Python
Bauer, J. K.; Kinon, P. L.; Hund, J.; Latussek, L.; Meyer, N.; Böhlke, T.
2022. Journal of Open Source Software, 7 (78), 4389. doi:10.21105/joss.04389
FFT-based investigation of the shear stress distribution in face-centered cubic polycrystals
Gehrig, F.; Wicht, D.; Krause, M.; Böhlke, T.
2022. International Journal of Plasticity, 157, 103369. doi:10.1016/j.ijplas.2022.103369
Probabilistic virtual process chain for process-induced uncertainties in fiber-reinforced composites
Meyer, N.; Gajek, S.; Görthofer, J.; Hrymak, A.; Luise Kärger; Henning, F.; Schneider, M.; Böhlke, T.
2022, September 19. MATHSEE Workshop "Multiscale Effects in Mechanics Under Uncertainty Considerations" (2022), Karlsruhe, Deutschland, 19. September 2022
Training deep material networks to reproduce creep loading of short fiber-reinforced thermoplastics with an inelastically-informed strategy
Dey, A. P.; Welschinger, F.; Schneider, M.; Gajek, S.; Böhlke, T.
2022. Archive of Applied Mechanics, 92 (9), 2733–2755. doi:10.1007/s00419-022-02213-2
Microstructure generation and micromechanical modeling of sheet molding compound composites. Dissertation
Görthofer, J.
2022, August 30. KIT Scientific Publishing. doi:10.5445/KSP/1000146786
On the dependence of orientation averaging mean field homogenization on planar fourth-order fiber orientation tensors
Bauer, J. K.; Böhlke, T.
2022. Mechanics of Materials, 170, Art.-Nr.: 104307. doi:10.1016/j.mechmat.2022.104307
Variety of fiber orientation tensors
Bauer, J. K.; Böhlke, T.
2022. Mathematics and Mechanics of Solids, 27 (7), 1185–1211. doi:10.1177/10812865211057602
A computational multiscale model for anisotropic failure of sheet molding compound composites
Görthofer, J.; Schneider, M.; Hrymak, A.; Böhlke, T.
2022. Composite structures, 288, Art.Nr. 115322. doi:10.1016/j.compstruct.2022.115322
Nonlinear Schapery viscoelastic material model for thermoplastic polymers
Zink, T.; Kehrer, L.; Hirschberg, V.; Wilhelm, M.; Böhlke, T.
2022. Journal of Applied Polymer Science, 139 (12), Art.-Nr. 52028. doi:10.1002/app.52028
Obituary, in memoriam of Jürgen Zierep (1929–2021, Founding Editor of ACTA MECHANICA), accompanied by the previously unpublished note: “Mein Weg zu neuen naturwissenschaftlichen Erkenntnissen” by Jürgen Zierep – Professor em. Dr.-Ing. Dr.techn.E.h. Dr.h.c. Jürgen Zierep
Bühler, K.; Frohnapfel, B.; Böhlke, T.
2022. Acta Mechanica, 233 (3), 1243–1247. doi:10.1007/s00707-022-03149-y
On the impact of the mesostructure on the creep response of cellular NiAl-Mo eutectics
Wicht, D.; Kauffmann, A.; Schneider, M.; Heilmaier, M.; Böhlke, T.
2022. Acta materialia, 226, Art.-Nr. 117626. doi:10.1016/j.actamat.2022.117626
Improvement of Sheet Metal Properties by Inducing Residual Stresses into Sheet Metal Components by Embossing and Reforming
Walzer, S.; Liewald, M.; Simon, N.; Gibmeier, J.; Erdle, H.; Böhlke, T.
2022. Applied Science and Engineering Progress, 15 (1), Art.Nr. 5414. doi:10.14416/j.asep.2021.09.006
On the Phase Space of Fourth-Order Fiber-Orientation Tensors
Bauer, J. K.; Schneider, M.; Böhlke, T.
2022. doi:10.48550/arXiv.2211.08551
A probabilistic virtual process chain to quantify process-induced uncertainties in Sheet Molding Compounds
Meyer, N.; Gajek, S.; Görthofer, J.; Hrymak, A.; Kärger, L.; Henning, F.; Schneider, M.; Böhlke, T.
2022. doi:10.48550/arXiv.2209.05873
Unified mean-field modeling of viscous short-fiber suspensions and solid short-fiber reinforced composites
Karl, T.; Böhlke, T.
2022. Archive of Applied Mechanics, 92 (12), 3695–3727. doi:10.1007/s00419-022-02257-4
Characterizing digital microstructures by the Minkowski‐based quadratic normal tensor
Ernesti, F.; Schneider, M.; Winter, S.; Hug, D.; Last, G.; Böhlke, T.
2022. Mathematical Methods in the Applied Sciences, 46 (1), 961–985. doi:10.1002/mma.8560
Fiber orientation distributions based on planar fiber orientation tensors of fourth order
Bauer, J. K.; Böhlke, T.
2022. Mathematics and Mechanics of Solids, 28 (3), 773–794. doi:10.1177/10812865221093958
Generating polycrystalline microstructures with prescribed tensorial texture coefficients
Kuhn, J.; Schneider, M.; Sonnweber-Ribic, P.; Böhlke, T.
2022. Computational Mechanics, 70, 639–659. doi:10.1007/s00466-022-02186-7
An FE-DMN method for the multiscale analysis of thermomechanical composites
Gajek, S.; Schneider, M.; Böhlke, T.
2022. Computational mechanics, 69 (5), 1087–1113. doi:10.1007/s00466-021-02131-0
The role of dissipation regarding the concept of purely mechanical theories in plasticity
Prahs, A.; Böhlke, T.
2022. Mechanics research communications, 119, Art.-Nr. 103832. doi:10.1016/j.mechrescom.2021.103832
Mathematical modeling of the elastic properties of cubic crystals at small scales based on the Toupin–Mindlin anisotropic first strain gradient elasticity
Lazar, M.; Agiasofitou, E.; Böhlke, T.
2022. Continuum Mechanics and Thermodynamics, 34, 107–136. doi:10.1007/s00161-021-01050-y
Identifying material parameters in crystal plasticity by Bayesian optimization
Kuhn, J.; Spitz, J.; Sonnweber-Ribic, P.; Schneider, M.; Böhlke, T.
2022. Optimization and Engineering, 23, 1489–1523. doi:10.1007/s11081-021-09663-7
A convex anisotropic damage model based on the compliance tensor
Görthofer, J.; Schneider, M.; Hrymak, A.; Böhlke, T.
2022. International Journal of Damage Mechanics, 31 (1), 43–86. doi:10.1177/10567895211019065
2021
Computing the effective crack energy of microstructures via quadratic cone solvers
Ernesti, F.; Schneider, M.; Böhlke, T.
2021. PAMM, 21 (1), e202100100. doi:10.1002/pamm.202100100
Efficient two‐scale simulations of microstructured materials using deep material networks
Gajek, S.; Schneider, M.; Böhlke, T.
2021. Proceedings in applied mathematics and mechanics, 21 (1), Art.-Nr. e202100069. doi:10.1002/pamm.202100069
On mean field homogenization schemes for short fiber reinforced composites: Unified formulation, application and benchmark
Hessman, P. A.; Welschinger, F.; Hornberger, K.; Böhlke, T.
2021. International journal of solids and structures, 230-231, Art.-Nr. 111141. doi:10.1016/j.ijsolstr.2021.111141
Residual stresses in deep-drawn cups made of duplex stainless steel X2CrNiN23-4 – Influence of the drawing depth
Simon, N.; Erdle, H.; Walzer, S.; Gibmeier, J.; Böhlke, T.; Liewald, M.
2021. Forschung im Ingenieurwesen, 85 (3), 795–806. doi:10.1007/s10010-021-00497-4
The averaging bias ‐ A standard miscalculation, which extensively underestimates real emissions
Koch, T.; Böhlke, T.
2021. ZAMM, 101 (8), Art.-Nr. e202100205. doi:10.1002/zamm.202100205
Effective viscoelastic behavior of polymer composites with regular periodic microstructures
Pallicity, T. D.; Böhlke, T.
2021. International journal of solids and structures, 216, 167–181. doi:10.1016/j.ijsolstr.2021.01.016
Computing the effective response of heterogeneous materials with thermomechanically coupled constituents by an implicit fast Fourier transform-based approach
Wicht, D.; Schneider, M.; Böhlke, T.
2021. International journal for numerical methods in engineering, 122 (5), 1307–1332. doi:10.1002/nme.6579
On the effective elastic properties based on mean-field homogenization of sheet molding compound composites
Trauth, A.; Kehrer, L.; Pinter, P.; Weidenmann, K.; Böhlke, T.
2021. Composites / C: Open Access, 4, Art.Nr. 100089. doi:10.1016/j.jcomc.2020.100089
A computational investigation of the effective viscosity of short-fiber reinforced thermoplastics by an FFT-based method
Bertóti, R.; Wicht, D.; Hrymak, A.; Schneider, M.; Böhlke, T.
2021. European Journal of Mechanics, B/Fluids, 90, 99–113. doi:10.1016/j.euromechflu.2021.08.004
Asymptotic fiber orientation states of the quadratically closed Folgar-Tucker equation and a subsequent closure improvement
Karl, T.; Gatti, D.; Frohnapfel, B.; Böhlke, T.
2021. Journal of Rheology, 65 (5), 999–1022. doi:10.1122/8.0000245
An FE–DMN method for the multiscale analysis of short fiber reinforced plastic components
Gajek, S.; Schneider, M.; Böhlke, T.
2021. Computer Methods in Applied Mechanics and Engineering, 384, Art.-Nr.: 113952. doi:10.1016/j.cma.2021.113952
Stochastic evaluation of stress and strain distributions in duplex steel
Krause, M.; Böhlke, T.
2021. Archive of Applied Mechanics, 91 (8), 3527–3540. doi:10.1007/s00419-021-01925-1
Numerical characterization of residual stresses in a four-point-bending experiment of textured duplex stainless steel
Maassen, S. F.; Erdle, H.; Pulvermacher, S.; Brands, D.; Böhlke, T.; Gibmeier, J.; Schröder, J.
2021. Archive of Applied Mechanics, 91, 3541–3555. doi:10.1007/s00419-021-01931-3
Coupled simulation of flow-induced viscous and elastic anisotropy of short-fiber reinforced composites
Karl, T.; Gatti, D.; Böhlke, T.; Frohnapfel, B.
2021. Acta mechanica, 232 (6), 2249–2268. doi:10.1007/s00707-020-02897-z
Anderson‐accelerated polarization schemes for fast Fourier transform‐based computational homogenization
Wicht, D.; Schneider, M.; Böhlke, T.
2021. International journal for numerical methods in engineering, 122 (9), 2287–2311. doi:10.1002/nme.6622
Estimation of diaphragm wall deflections for deep braced excavation in anisotropic clays using ensemble learning
Zhang, R.; Wu, C.; Goh, A. C.; Böhlke, T.; Zhang, W.
2021. Geoscience Frontiers, 12 (1), 365–373. doi:10.1016/j.gsf.2020.03.003
2020
Effective transport properties for periodic multiphase fiber-reinforced composites with complex constituents and parallelogram unit cells
Sabina, F. J.; Guinovart-Díaz, R.; Espinosa-Almeyda, Y.; Rodríguez-Ramos, R.; Bravo-Castillero, J.; López-Realpozo, J. C.; Guinovart-Sanjuán, D.; Böhlke, T.; Sánchez-Dehesa, J.
2020. International journal of solids and structures, 204-205, 96–113. doi:10.1016/j.ijsolstr.2020.08.001
Mean-field homogenization of thermoelastic material properties of a long fiber-reinforced thermoset and experimental investigation
Kehrer, L.; Wood, J. T.; Böhlke, T.
2020. Journal of composite materials, 54 (25), 3777–3799. doi:10.1177/0021998320920695
Fast methods for computing centroidal Laguerre tessellations for prescribed volume fractions with applications to microstructure generation of polycrystalline materials
Kuhn, J.; Schneider, M.; Sonnweber-Ribic, P.; Böhlke, T.
2020. Computer methods in applied mechanics and engineering, 369, Art.Nr. 113175. doi:10.1016/j.cma.2020.113175
On the micromechanics of deep material networks
Gajek, S.; Schneider, M.; Böhlke, T.
2020. Journal of the mechanics and physics of solids, 142, Art. Nr.: 103984. doi:10.1016/j.jmps.2020.103984
Asymptotic and numerical homogenization methods applied to fibrous viscoelastic composites using Prony’s series
Otero, J. A.; Rodríguez-Ramos, R.; Guinovart-Díaz, R.; Cruz-González, O. L.; Sabina, F. J.; Berger, H.; Böhlke, T.
2020. Acta mechanica, 231 (7), 2761–2771. doi:10.1007/s00707-020-02671-1
Fast implicit solvers for phase-field fracture problems on heterogeneous microstructures
Ernesti, F.; Schneider, M.; Böhlke, T.
2020. Computer methods in applied mechanics and engineering, 363, Art.Nr. 112793. doi:10.1016/j.cma.2019.112793
On invariance properties of an extended energy balance
Prahs, A.; Böhlke, T.
2020. Continuum mechanics and thermodynamics, 32 (3), 843–859. doi:10.1007/s00161-019-00763-5
On Quasi‐Newton methods in fast Fourier transform‐based micromechanics
Wicht, D.; Schneider, M.; Böhlke, T.
2020. International journal for numerical methods in engineering, 121 (8), 1665–1694. doi:10.1002/nme.6283
On interface conditions on a material singular surface
Prahs, A.; Böhlke, T.
2020. Continuum mechanics and thermodynamics, 32 (2). doi:10.1007/s00161-019-00856-1
Computational homogenization of sheet molding compound composites based on high fidelity representative volume elements
Görthofer, J.; Schneider, M.; Ospald, F.; Hrymak, A.; Böhlke, T.
2020. Computational materials science, 174, Art. Nr.: 109456. doi:10.1016/j.commatsci.2019.109456
Anisotropic hyperelastic constitutive models for finite deformations combining material theory and data-driven approaches with application to cubic lattice metamaterials
Fernández, M.; Jamshidian, M.; Böhlke, T.; Kersting, K.; Weeger, O.
2020. Computational mechanics, 67 (2), 653–677. doi:10.1007/s00466-020-01954-7
Phase-Specific Strain Hardening and Load Partitioning of Cold Rolled Duplex Stainless Steel X2CrNiN23-4
Simon, N.; Krause, M.; Heinemann, P.; Erdle, H.; Böhlke, T.; Gibmeier, J.
2020. Crystals, 10 (11), Art.-Nr. 976. doi:10.3390/cryst10110976
Design charts for reliability assessment of rock bedding slopes stability against bi-planar sliding: SRLEM and BPNN approaches
Chen, L.; Zhang, W.; Gao, X.; Wang, L.; Li, Z.; Böhlke, T.; Perego, U.
2020. Georisk, 16 (2), 360–375. doi:10.1080/17499518.2020.1815215
Prediction of residual stresses of second kind in deep drawing using an incremental two-scale material model
Hofinger, J.; Erdle, H.; Böhlke, T.
2020. The philosophical magazine, 100 (22), 2836–2856. doi:10.1080/14786435.2020.1798533
Maximum-Entropy Based Estimates of Stress and Strain in Thermoelastic Random Heterogeneous Materials
Krause, M.; Böhlke, T.
2020. Journal of elasticity, 141 (2), 321–348. doi:10.1007/s10659-020-09786-5
Stability analysis of soil slopes based on strain information
Wang, Z.; Zhang, W.; Gao, X.; Liu, H.; Böhlke, T.
2020. Acta geotechnica, 15, 3121–3134. doi:10.1007/s11440-020-00985-x
A micro-mechanically motivated phenomenological yield function for cubic crystal aggregates
Dyck, A.; Böhlke, T.
2020. ZAMM, 100 (4), e202000061. doi:10.1002/zamm.202000061
Probabilistic stability analyses of slope reinforced with piles in spatially variable soils
Chen, F.; Zhang, R.; Wang, Y.; Liu, H.; Böhlke, T.; Zhang, W.
2020. International journal of approximate reasoning, 122, 66–79. doi:10.1016/j.ijar.2020.04.006
An efficient solution scheme for small-strain crystal-elasto-viscoplasticity in a dual framework
Wicht, D.; Schneider, M.; Böhlke, T.
2020. Computer methods in applied mechanics and engineering, 358, 112611. doi:10.1016/j.cma.2019.112611
2019
Anisotropic Stiffness Degradation in Biaxial Tensile Testing of SMC
Lang, J.; Schemmann, M.; Böhlke, T.
2019. Proceedings in applied mathematics and mechanics, 19 (1), Art.Nr. e201900477. doi:10.1002/pamm.201900477
An FFT‐based solver for brittle fracture on heterogeneous microstructures
Ernesti, F.; Schneider, M.; Böhlke, T.
2019. Proceedings in applied mathematics and mechanics, 19 (1), Art. Nr.: e201900151. doi:10.1002/pamm.201900151
Motivating the development of a virtual process chain for sheet molding compound composites
Görthofer, J.; Meyer, N.; Pallicity, T. D.; Schöttl, L.; Trauth, A.; Schemmann, M.; Hohberg, M.; Pinter, P.; Elsner, P.; Henning, F.; Hrymak, A.; Seelig, T.; Weidenmann, K.; Kärger, L.; Böhlke, T.
2019. Proceedings in applied mathematics and mechanics, 19 (1), Art. Nr.: e201900124. doi:10.1002/pamm.201900124
Microstructural analysis of short glass fiber reinforced thermoplastics based on x-ray micro-computed tomography
Hessman, P. A.; Riedel, T.; Welschinger, F.; Hornberger, K.; Böhlke, T.
2019. Composites science and technology, 183, Art.Nr. 107752. doi:10.1016/j.compscitech.2019.107752
Continuous–Discontinuous Fiber-Reinforced Polymers – An Integrated Engineering Approach
Böhlke, T.; Henning, F.; Hrymak, A.; Kärger, L.; Weidenmann, K. A.; Wood, J. T. (Hrsg.)
2019. Carl Hanser Verlag. doi:10.3139/9781569906934
Two-scale simulation of the hot stamping process based on a Hashin–Shtrikman type mean field model
Neumann, R.; Schuster, S.; Gibmeier, J.; Böhlke, T.
2019. Journal of materials processing technology, 267, 124–140. doi:10.1016/j.jmatprotec.2018.11.013
Phase-specific residual stresses induced by deep drawing of lean duplex steel: measurement vs. simulation
Simon, N.; Erdle, H.; Walzer, S.; Gibmeier, J.; Böhlke, T.; Liewald, M.
2019. Production engineering, 13 (2), 227–237. doi:10.1007/s11740-019-00877-4
Hashin-Shtrikman bounds with eigenfields in terms of texture coefficients for polycrystalline materials
Fernández, M.; Böhlke, T.
2019. Acta materialia, 165, 686–697. doi:10.1016/j.actamat.2018.05.073
A gradient plasticity creep model accounting for slip transfer/activation at interfaces evaluated for the intermetallic NiAl-9Mo
Albiez, J.; Erdle, H.; Weygand, D.; Böhlke, T.
2019. International journal of plasticity, 113, 291–311. doi:10.1016/j.ijplas.2018.10.006
Numerical analysis of compressive responses of pillars in spatially variable rock mass
Fuyong, C.; Böhlke, T.; Wengang, Z.; Runhong, Z.
2019. 5th ISRM Young Scholars’ Symposium on Rock Mechanics and International Symposium on Rock Engineering for Innovative Future, YSRM 2019; Okinawa; Japan; 1 December 2019 through 4 December 2019, 175–180, International Society for Rock Mechanics and Rock Engineering
Full-field Homogenization of Elastic Fiber Inhomogeneity in Linear Viscoelastic Matrix using Finite Element Method [in press]
Pallicity, T. D.; Böhlke, T.
2019. 4th Indian Conference on Applied Mechanics INCAM 2019, 03-05 July 2019, IISc. Bangalore, India
Homogenization of Elastic Inhomogeneity in Linear Viscoelastic Matrix in Time Domain - Comparison of Mean-field and Full-field Method [in press]
Pallicity, T. D.; Böhlke, T.
2019. SAMPE Conference 19, 17-19th September 2019, La Cité des Congrès de Nantes, France
Representation of Hashin–Shtrikman Bounds in Terms of Texture Coefficients for Arbitrarily Anisotropic Polycrystalline Materials
Lobos Fernández, M.; Böhlke, T.
2019. Journal of elasticity, 134 (1), 1–38. doi:10.1007/s10659-018-9679-0
Determining water mass flow control strategies for a turbocharged SI engine using a two-stage calculation method
Hölz, P.; Böhlke, T.; Krämer, T.
2019. Applied thermal engineering, 146, 386–395. doi:10.1016/j.applthermaleng.2018.09.133
On polarization-based schemes for the FFT-based computational homogenization of inelastic materials
Schneider, M.; Wicht, D.; Böhlke, T.
2019. Computational mechanics, 64 (4), 1073–1095. doi:10.1007/s00466-019-01694-3
Virtual process chain of sheet molding compound: Development, validation and perspectives
Görthofer, J.; Meyer, N.; Pallicity, T. D.; Schöttl, L.; Trauth, A.; Schemmann, M.; Hohberg, M.; Pinter, P.; Elsner, P.; Henning, F.; Hrymak, A.; Seelig, T.; Weidenmann, K.; Kärger, L.; Böhlke, T.
2019. Composites / B, 169, 133–147. doi:10.1016/j.compositesb.2019.04.001
Transient temperature calculation method for complex fluid-solid heat transfer problems with scattering boundary conditions
Hölz, P.; Böhlke, T.; Krämer, T.
2019. Applied thermal engineering, 149, 1463–1475. doi:10.1016/j.applthermaleng.2018.12.081
2018
Thermodynamical consistency of an anisotropic meanfield damage model for SMC composites
Görthofer, J.; Schemmann, M.; Seelig, T.; Hrymak, A.; Böhlke, T.
2018. Proceedings in applied mathematics and mechanics, 18 (1), e201800259. doi:10.1002/pamm.201800259
Fast algorithms for generating thermal boundary conditions in combustion chambers
Hölz, P.; Böhlke, T.; Krämer, T.
2018. Applied thermal engineering, 141, 101–113. doi:10.1016/j.applthermaleng.2018.05.099
Anisotropic meanfield modeling of debonding and matrix damage in SMC composites
Schemmann, M.; Görthofer, J.; Seelig, T.; Hrymak, A.; Böhlke, T.
2018. Composites science and technology, 161, 143–158. doi:10.1016/j.compscitech.2018.03.041
Dynamic mechanical analysis of pure and fiber-reinforced thermoset- and thermoplastic-based polymers and free volume-based viscoelastic modeling
Kehrer, L.; Wicht, D.; Wood, J. T.; Böhlke, T.
2018. GAMM-Mitteilungen, 41 (1), e201800007. doi:10.1002/gamm.201800007
DMA based characterization of stiffness reduction in long fiber reinforced polypropylene
Brylka, B.; Schemmann, M.; Wood, J.; Böhlke, T.
2018. Polymer testing, 66, 296–302. doi:10.1016/j.polymertesting.2017.12.025
Cruciform Specimen Design for Biaxial Tensile Testing of SMC
Schemmann, M.; Lang, J.; Helfrich, A.; Seelig, T.; Böhlke, T.
2018. Journal of composites science, 2 (1), 12. doi:10.3390/jcs2010012
Biaxial Tensile Tests and Microstructure-Based Inverse Parameter Identification of Inhomogeneous SMC Composites
Schemmann, M.; Gajek, S.; Böhlke, T.
2018. Advances in Mechanics of Materials and Structural Analysis. Ed.: H. Altenbach, 329–342, Springer International Publishing. doi:10.1007/978-3-319-70563-7_15
Investigation of cruciform specimen designs for biaxial tensile testing of SMC
Lang, J.; Schemmann, M.; Seelig, T.; Böhlke, T.
2018. Proceedings of The Eighteenth International Conference of Experimental Mechanics, ICEM 2018, Brussels, Belgium, July 1-5, 2018. Vol. 2. doi:10.3390/ICEM18-05279
Performance enhancement potential of a racing engine with ERS through optimized thermal management
Hölz, P.; Chebli, E.; Böhlke, T.
2018. 10th Anniversary THIESEL, 11-14 September 2018
CFD–CHT calculation method using Buckingham Pi-Theorem for complex fluid–solid heat transfer problems with scattering boundary conditions
Hölz, P.; Böhlke, T.; Krämer, T.
2018. Automotive and engine technology, 3 (1-2), 45–60. doi:10.1007/s41104-018-0026-z
Sensitivity analysis of fiber-matrix interface parameters in an SMC composite damage model
Görthofer, J.; Schemmann, M.; Seelig, T.; Hrymak, A. M.; Böhlke, T.
2018. Proceedings of The Eighteenth International Conference of Experimental Mechanics, ICEM 2018, Brussels, Belgium, July 1-5, 2018. doi:10.3390/ICEM18-05438
2017
Mean and full field homogenization of artificial long fiber reinforced thermoset polymers
Kehrer, L.; Pinter, P.; Böhlke, T.
2017. Proceedings in applied mathematics and mechanics, 17 (1), 603–604. doi:10.1002/pamm.201710271
Two-scale anisotropic damage modeling of SMC
Görthofer, J.; Schemmann, M.; Böhlke, T.
2017. Proceedings of the 7th GACM Colloquium on Computational Mechanics for Young Scientists from Academia and Industry, October 11-13, 2017, Stuttgart, Germany
Flow-induced anisotropic viscosity in short FRPs
Bertóti, R.; Böhlke, T.
2017. Mechanics of advanced materials and modern processes, 3 (1), 12 S. doi:10.1186/s40759-016-0016-7
A gradient crystal plasticity theory for large deformations with a discontinuous accumulated plastic slip
Erdle, H.; Böhlke, T.
2017. Computational mechanics, 1–20. doi:10.1007/s00466-017-1447-7
Homogenization and Materials Design of Anisotropic Multiphase Linear Elastic Materials Using Central Model Functions
Lobos Fernández, M.; Yuzbasioglu, T.; Böhlke, T.
2017. Journal of elasticity, 128 (1), 17–60. doi:10.1007/s10659-016-9615-0
On the stress calculation within phase-field approaches : a model for finite deformations
Schneider, D.; Schwab, F.; Schoof, E.; Reiter, A.; Herrmann, C.; Selzer, M.; Böhlke, T.; Nestler, B.
2017. Computational mechanics, 60 (2), 203–217. doi:10.1007/s00466-017-1401-8
Stress-strain characterization and damage modeling of glass-fiber-reinforced polymer composites with vinylester matrix
Hund, J.; Leppin, C.; Böhlke, T.; Rothe, J.
2017. Journal of composite materials, 51 (4), 547–562. doi:10.1177/0021998316648227
Mechanism based mean-field modeling of the work-hardening behavior of dual-phase steels
Rieger, F.; Wenk, M.; Schuster, S.; Böhlke, T.
2017. Materials science and engineering / A, 682, 126–138. doi:10.1016/j.msea.2016.11.005
2016
Mean field homogenization and experimental investigation of short and long fiber reinforced polymers
Kehrer, L.; Pinter, P.; Böhlke, T.
2016. Proceedings in applied mathematics and mechanics, 16 (1), 531–532. doi:10.1002/pamm.201610254
Validation of the applicability of a creep model for directionally solidified eutectics with a lamellar microstructure
Albiez, J.; Sprenger, I.; Weygand, D.; Heilmaier, M.; Böhlke, T.
2016. Proceedings in applied mathematics and mechanics, 16 (1), 297–298. doi:10.1002/pamm.201610137
Physically motivated model for creep of directionally solidified eutectics evaluated for the intermetallic NiAl-9Mo
Albiez, J.; Sprenger, I.; Seemüller, C.; Weygand, D.; Heilmaier, M.; Böhlke, T.
2016. Acta materialia, 110, 377–385. doi:10.1016/j.actamat.2016.02.024
Large Strain Gradient Plasticity Theory with a Discontinuous Grain Boundary Yield Condition
Erdle, H.; Bayerschen, E.; Böhlke, T.
2016. Proceedings in applied mathematics and mechanics, 16 (1), 329–330. doi:10.1002/PAMM.201610153
Flow-induced anisotropic viscosity in short fiber reinforced polymers
Bertóti, R.; Böhlke, T.
2016. Proceedings in applied mathematics and mechanics, 16, 589–590
Non-quadratic defect energy: A comparison of gradient plasticity simulations to discrete dislocation dynamics results
Bayerschen, E.; Stricker, M.; Weygand, D.; Böhlke, T.
2016. Proceedings in applied mathematics and mechanics, 16, 301–302. doi:10.1002/pamm.201610139
Parametric shape optimization of biaxial tensile specimen
Bauer, J.; Priesnitz, K.; Schemmann, M.; Brylka, B.; Böhlke, T.
2016. Proceedings in applied mathematics and mechanics, 16, 159–160. doi:10.1002/pamm.201610068
Homogenization of elastic properties of short-fiber reinforced composites based on measured microstructure data
Müller, V.; Brylka, B.; Dillenberger, F.; Glöckner, R.; Kolling, S.; Böhlke, T.
2016. Journal of composite materials, 50 (3), 297–312. doi:10.1177/0021998315574314
Hashin-Shtrikman type mean field model for the two-scale simulation of the thermomechanical processing of steel
Neumann, R.; Böhlke, T.
2016. International journal of plasticity, 77, 1–29. doi:10.1016/j.ijplas.2015.09.003
Review on slip transmission criteria in experiments and crystal plasticity models
Bayerschen, E.; McBride, A. T.; Reddy, B. D.; Böhlke, T.
2016. Journal of materials science, 51 (5), 2243–2258. doi:10.1007/s10853-015-9553-4
Analysis of the effective thermoelastic properties and stress fields in silicon nitride based on EBSD data
Othmani, Y.; Böhlke, T.; Lube, T.; Fellmeth, A.; Chlup, Z.; Colonna, F.; Hashibon, A.
2016. Journal of the European Ceramic Society, 36 (5), 1109–1125. doi:10.1016/j.jeurceramsoc.2015.10.046
Prediction of effective elastic properties of fiber reinforced composites using fiber orientation tensors
Müller, V.; Böhlke, T.
2016. Composites science and technology, 130, 36–45. doi:10.1016/j.compscitech.2016.04.009
Homogenization of temperature-dependent short fiber reinforced polypropylen and experimental investigations of long fiber reinforced vinylester
Kehrer, L.; Pinter, P.; Böhlke, T.
2016. Proceedings of the 17th European Conference on Composite Materials (ECCM17), München, Germany, 26.-30.06.2016, European Society for Composite Materials (ESCM)
Modeling contrary size effects of tensile- and torsion-loaded oligocrystalline gold microwires
Bayerschen, E.; Prahs, A.; Wulfinghoff, S.; Ziemann, M.; Gruber, P. A.; Walter, M.; Böhlke, T.
2016. Journal of materials science, 51 (16), 7451–7470. doi:10.1007/s10853-016-0020-7
Power-law defect energy in a single-crystal gradient plasticity framework: a computational study
Bayerschen, E.; Böhlke, T.
2016. Computational Mechanics, 58 (1), 13–27. doi:10.1007/s00466-016-1279-x
On optimal zeroth-order bounds of linear elastic properties of multiphase materials and application in materials design
Lobos Fernández, M.; Böhlke, T.
2016. International Journal of Solids and Structures, 84, 40–48. doi:10.1016/j.ijsolstr.2015.12.015
2015
One-dimensional simulation of the creep behavior of directionally solidified NiAl-9Mo
Albiez, J.; Sprenger, I.; Heilmaier, M.; Böhlke, T.
2015. Proceedings in applied mathematics and mechanics, 15 (1), 269–270. doi:10.1002/pamm.201510125
Parameter Identification by Inverse Modelling of Biaxial Tensile Tests for Discontinous Fiber Reinforced Polymers
Schemmann, M.; Brylka, B.; Gajek, S.; Böhlke, T.
2015. Proceedings in applied mathematics and mechanics, 15 (1), 355–356. doi:10.1002/pamm.201510168
Materials design of elastic properties of multiphase polycrystalline composites using model functions
Lobos, M.; Yuzbasioglu, T.; Böhlke, T.
2015. Proceedings in applied mathematics and mechanics, 15 (1), 459–460. doi:10.1002/pamm.201510220
Experimental investigation and approximation of the temperature-dependent stiffness of short-fiber reinforced polymers
Kehrer, L.; Müller, V.; Brylka, B.; Böhlke, T.
2015. Proceedings in applied mathematics and mechanics, 15 (1), 453–454. doi:10.1002/pamm.201510217
Coupling of Mold Flow Simulations with Two-Scale Structural Mechanical Simulations for Long Fiber Reinforced Thermoplastics
Buck, F.; Brylka, B.; Müller, V.; Müller, T.; Hrymak, A. N.; Henning, F.; Böhlke, T.
2015. Materials science forum, 825-826, 655–662. doi:10.4028/www.scientific.net/MSF.825-826.655
Mean field homogenization of discontinuous fiber reinforced polymers and parameter identification of biaxial tensile tests through inverse modeling
Schemmann, M.; Brylka, B.; Müller, V.; Kehrer, M. L.; Böhlke, T.
2015. 20th International Conference on Composite Materials, 19-24 July 2015, Copenhagen
Robust materials design of anisotropic elastic properties of polycrystalline composites
Lobos, M.; Yuzbasioglu, T.; Böhlke, T.
2015. Conference Proceedings of the YIC GACM, 20.-23.07.2015, RWTH Aachen University
Homogenization of linear elastic properties of short-fiber reinforced composites – A comparison of mean field and voxel-based methods
Müller, V.; Kabel, M.; Andrä, H.; Böhlke, T.
2015. International journal of solids and structures, 67-68, 56–70. doi:10.1016/j.ijsolstr.2015.02.030
Thermomechanical characterization of Portevin-Le Châtelier bands in AlMg3 (AA5754) and modeling based on a modified Estrin-McCormick approach
Klusemann, B.; Fischer, G.; Boehlke, T.; Svendsen, B.
2015. International journal of plasticity, 67, 192–216. doi:10.1016/j.ijplas.2014.10.011
Equivalent plastic strain gradient plasticity with grain boundary hardening and comparison to discrete dislocation dynamics
Bayerschen, E.; Stricker, M.; Wulfinghoff, S.; Weygand, D.; Böhlke, T.
2015. Proceedings of the Royal Society of London / A, 471 (2184), Art.Nr.:20150388. doi:10.1098/rspa.2015.0388
Strain gradient plasticity modeling of the cyclic behavior of laminate microstructures
Wulfinghoff, S.; Forest, S.; Böhlke, T.
2015. Journal of the Mechanics and Physics of Solids, 79, 1–20. doi:10.1016/j.jmps.2015.02.008
Small strain elasto-plastic multiphase-field model
Schneider, D.; Schmid, S.; Selzer, M.; Boehlke, T.; Nestler, B.
2015. Computational Mechanics, 55 (1), 27–35. doi:10.1007/s00466-014-1080-7
Gradient crystal plasticity including dislocation-based work-hardening and dislocation transport
Wulfinghoff, S.; Böhlke, T.
2015. International Journal of Plasticity. doi:10.1016/j.ijplas.2014.12.003
Deformation patterns in cross-sections of twisted bamboo-structured Au microwires
Ziemann, M.; Chen, Y.; Kraft, O.; Bayerschen, E.; Wulfinghoff, S.; Kirchlechner, C.; Tamura, N.; Böhlke, T.; Walter, M.; Gruber, P. A.
2015. Acta Materialia, 97, 216–222. doi:10.1016/j.actamat.2015.06.012
Phase-field elasticity model based on mechanical jump conditions
Schneider, D.; Tschukin, O.; Choudhury, A.; Selzer, M.; Böhlke, T.; Nestler, B.
2015. Computational mechanics, 55 (5), 887–901. doi:10.1007/s00466-015-1141-6
Microstructure based prediction and homogenization of the strain hardening behavior of dual-phase steel
Rieger, F.; Böhlke, T.
2015. Archive of applied mechanics. doi:10.1007/s00419-014-0974-3
Materials design for the anisotropic linear elastic properties of textured cubic crystal aggregates using zeroth-, first- and second-order bounds
Lobos, M.; Böhlke, T.
2015. International Journal of Mechanics and Materials in Design, 11 (1), 59–78. doi:10.1007/s10999-014-9272-z
Two-scale structural mechanical modeling of long fiber reinforced thermoplastics
Buck, F.; Brylka, B.; Müller, V.; Müller, T.; Weidenmann, K. A.; Hrymak, A. N.; Henning, F.; Böhlke, T.
2015. Composites science and technology, 117, 159–167. doi:10.1016/j.compscitech.2015.05.020
2014
Microstructural and elastic properties of short fiber reinforced composites
Müller, V.; Böhlke, T.
2014. Proceedings of the 16th European Conference on Composite Materials (ECCM16), Sevilla, E, June 22-26, 2014. Ed.: F. Paris, 8 S., Universidad de Sevilla
Quality Control in the Production Process of SMC Lightweight Material
Kraemer, A.; Lin, S.; Brabandt, D.; Böhlke, T.; Lanza, G.
2014. Procedia CIRP, 17, 772–777. doi:10.1016/j.procir.2014.01.138
Conceptual Difficulties in Plasticity including the Gradient of one Scalar Plastic Field Variable
Wulfinghoff, S.; Bayerschen, E.; Böhlke, T.
2014. Proceedings in applied mathematics and mechanics, 14 (1), 317–318. doi:10.1002/pamm.201410146
Bounds and an isotropically self-consistent singular approximation of the linear elastic properties of cubic crystal aggregates for application in materials design
Lobos, M.; Böhlke, T.
2014. PAMM - Special Issue: 85th Annual Meeting of the International Association of Applied Mathematics and Mechanics (GAMM), Erlangen, 14 (1), 533–534. doi:10.1002/pamm.201410254
Efficient fixed point and Newton-Krylov solvers for FFT-based homogenization of elasticity at large deformations
Kabel, M.; Böhlke, T.; Schneider, M.
2014. Computational mechanics, 54 (6), 1497–1514. doi:10.1007/s00466-014-1071-8
Large strain elasto-plasticity for diffuse interface models
Borukhovich, E.; Engels, P. S.; Böhlke, T.; Shchyglo, O.; Steinbach, I.
2014. Modelling and Simulation in Materials Science and Engineering, 22 (3), 034008. doi:10.1088/0965-0393/22/3/034008
Representation of Hashin-Shtrikman bounds of cubic crystal aggregates in terms of texture coefficients with application in materials design
Böhlke, T.; Lobos, M.
2014. Acta Materialia, 67, 324–334. doi:10.1016/j.actamat.2013.11.003
Application of Strain Gradient Plasticity to Micro-torsion Experiments
Bayerschen, E.; Wulfinghoff, S.; Böhlke, T.
2014. Proceedings in applied mathematics and mechanics, 14 (1), 313–314. doi:10.1002/pamm.201410144
Micromechanical estimate of the elastic properties of the coherent domains in pyrolytic carbon
Lin, S.; Langhoff, T.-A.; Böhlke, T.
2014. Archive of Applied Mechanics, 84 (1), 133–148. doi:10.1007/s00419-013-0789-7
Two-scale modeling of grain size and phase transformation effects
Böhlke, T.; Neumann, R.; Rieger, F.
2014. steel research international, 85 (6), 1018–1034. doi:10.1002/srin.201300200
2013
Homogenization of Elastic Properties of Short Fiber Reinforced Composites Based on Discrete Microstructure Data
Müller, V.; Böhlke, T.; Dillenberger, F.; Kolling, S.
2013. Proceedings in applied mathematics and mechanics, 13 (1), 269–270. doi:10.1002/pamm.201310130
Modeling the hall-petch effect with a gradient crystal plasticity theory including a grain boundary yield criterion
Wulfinghoff, S.; Bayerschen, E.; Böhlke, T.
2013. Computational plasticity XII : fundamentals and applications ; proceedings of the XII International Conference on Computational Plasticity - Fundamentals and Applications, Barcelona, Spain, 3 - 5 September 2013. Ed.: E. Oñate, 464–469, CIMNE
Equivalent plastic strain gradient crystal plasticity - Enhanced power law subroutine
Wulfinghoff, S.; Böhlke, T.
2013. GAMM-Mitteilungen, 36 (2), 134–148. doi:10.1002/gamm.201310008
A gradient plasticity grain boundary yield theory
Wulfinghoff, S.; Bayerschen, E.; Böhlke, T.
2013. International Journal of Plasticity, 51, 33–46. doi:10.1016/j.ijplas.2013.07.001
Micromechanical Simulation of the Hall-Petch Effect with a Crystal Gradient Theory including a Grain Boundary Yield Criterion
Wulfinghoff, S.; Bayerschen, E.; Böhlke, T.
2013. Proceedings in applied mathematics and mechanics, 13 (1), 15–18. doi:10.1002/pamm.201310005
A micromechanically motivated finite element approach to the fracture toughness of silicon nitride
Wippler, J.; Fett, T.; Böhlke, T.; Hoffmann, M. J.
2013. Journal of the European Ceramic Society, 33 (10), 1729–1736. doi:10.1016/j.jeurceramsoc.2013.01.013
In-depth online monitoring of the sheet metal process state derived from multi-scale simulations
Senn, M.; Jöchen, K.; Van, T. P.; Böhlke, T.; Link, N.
2013. International Journal of Advanced Manufacturing Technology, 68 (9-12), 2625–2636. doi:10.1007/s00170-013-4833-0
Influence of the Homogenization on the Transient Behaviour of Size Distributed Polycrystals
Rieger, F.; Böhlke, T.
2013. Proceedings in applied mathematics and mechanics, 13 (1), 161–162. doi:10.1002/pamm.201310076
Representative reduction of crystallographic orientation data
Jöchen, K.; Böhlke, T.
2013. Journal of Applied Crystallography, 46 (4), 960–971. doi:10.1107/S0021889813010972
Reduced basis homogenization of viscoelastic composites
Fritzen, F.; Böhlke, T.
2013. Composites Science and Technology, 76, 84–91. doi:10.1016/j.compscitech.2012.12.012
Computational homogenization of porous materials of Green type
Fritzen, F.; Forest, S.; Kondo, D.; Böhlke, T.
2013. Computational Mechanics, 52 (1), 121–134. doi:10.1007/s00466-012-0801-z
Anisotrope viskoelastische und temperaturabhängige Eigenschaften langfaserverstärkter Thermoplaste
Brylka, B.; Böhlke, T.; Henning, F.; Wood, J.
2013. DGM-Tagungsband: 19. Symposium Verbundwerkstoffe und Werkstoffverbunde, 03.-05.07.2013, Karlsruhe, 634–639
A two-scale weakest link model based on a micromechanical approach
Böhlke, T.; Othmani, Y.
2013. Computational Materials Science, 80, 43–50. doi:10.1016/j.commatsci.2013.04.018
Homogenization of the elastic properties of pyrolytic carbon based on an image processing technique
Böhlke, T.; Langhoff, T.-A.; Lin, S.; Gross, T.
2013. ZAMM Zeitschrift fur Angewandte Mathematik und Mechanik, 93 (5), 313–328. doi:10.1002/zamm.201100180
Some Remarks on the Numerical Solution of a Strain Gradient Plasticity Theory
Bayerschen, E.; Wulfinghoff, S.; Böhlke, T.
2013. Proceedings in applied mathematics and mechanics, 13 (1), 183–184. doi:10.1002/pamm.201310087
Homogenization of the Linear and Non-linear Mechanical Behavior of Polycrystals. Dissertation
Jöchen, K.
2013. KIT Scientific Publishing. doi:10.5445/KSP/1000032289
2012
Three-dimensional continuum dislocation ‎microplasticity FE-simulation
Wulfinghoff, S.; Böhlke, T.
2012. Vienna University of ‎Technology
Prediction of texture evolution in rolled sheet metals ‎by using homogenization schemes
Jöchen, K.; Böhlke, T.
2012. Key engineering materials, 504-506, 649–654. doi:10.4028/www.scientific.net/KEM.504-506.649‎
Three-dimensional continuum dislocation microplasticity FE-simulation
Wulfinghoff, S.; Böhlke, T.
2012. ECCOMAS 2012: Proceedings of the 6th European Congress on Computational Methods in Applied Sciences and Engineering, September 10-14, 2012, Vienna, Austria. Ed.: J. Eberhardsteiner, 1 CD-Rom, Vienna University of Technology
Equivalent plastic strain gradient enhancement of single crystal plasticity: theory and numerics
Wulfinghoff, S.; Böhlke, T.
2012. Proceedings of the Royal Society of London / A, 468 (2145), 2682–2703. doi:10.1098/rspa.2012.0073
Structure and fracture property relation for silicon nitride on the microscale
Wippler, J.; Böhlke, T.
2012. Computational materials science, 64, 234–238. doi:10.1016/j.commatsci.2012.02.042
An Algorithm for the Generation of Silicon Nitride Structures
Wippler, J.; Böhlke, T.
2012. Journal of the European Ceramic Society, 32 (3), 589–602. doi:10.1016/j.jeurceramsoc.2011.10.001
Simulation of sheet metal forming incorporating EBSD data
Phan Van, T.; Jöchen, K.; Böhlke, T.
2012. Journal of Materials Processing Technology, 212 (12), 2659–2668. doi:10.1016/j.jmatprotec.2012.07.015
On the solvability of maximum entropy moment problems in texture analysis
Junk, M.; Budday, J.; Böhlke, T.
2012. Mathematical Models and Methods in Applied Sciences (M3AS), 22 (12), 1250043/1–24. doi:10.1142/S0218202512500431
Prediction of Texture Evolution in Rolled Sheet Metals by Using Homogenization Schemes
Jöchen, K.; Böhlke, T.
2012. Key Engineering Materials (KEM), 504-506, 649–654. doi:10.4028/www.scientific.net/KEM.504-506.649
Texture Based Finite Element Simulation of a Two-Step Can Forming Process
Glavas, V.; Böhlke, T.; Daniel, D.; Leppin, C.
2012. Key Engineering Materials (KEM), 504-506, 655–660. doi:10.4028/www.scientific.net/KEM.504-506.655
Computational homogenization of elasto-plastic porous metals
Fritzen, F.; Forest, S.; Böhlke, T.; Kondo, D.; Kanit, T.
2012. International Journal of Plasticity, 29, 102–119. doi:10.1016/j.ijplas.2011.08.005
Micromechanical modelling for texture evolution and deformation localization in metal forming operations
Phan, T. van; Jöchen, K.; Böhlke, T.
2012. Proceedings of the Summer School 2011. Graduate School 1483. Process Chains in Production: Interaction, Modelling and Assessment of Process Zones. Ed.: R. Pabst, 9–12, KIT Scientific Publishing
2011
Micromechanical Modeling of Metal Forming Operations
Phan Van, T.; Jöchen, K.; Böhlke, T.
2011. ESAFORM 2011: Proceedings of the 14th International Conference on Material Forming, Belfast, April 27 - 29, 2011. Ed.: G. Menary, 1215–1219, American Institute of Physics (AIP). doi:10.1063/1.3589682
Preprocessing of Texture Data for an Efficient Use in Homogenization Schemes
Jöchen, K.; Böhlke, T.
2011. Proceedings of the 10th International Conference on Technology of Plasticity (ICTP 2011), Aachen, Germany, September 25 - 30, 2011. Ed.: G. Hirt, 848–853, Verl. Stahleisen GmbH
Qualitative study on texture evolution in rolled sheet metals using homogenization methods
Jöchen, K.; Böhlke, T.
2011. ESAFORM 2011: Proceedings of the 14th International Conference on Material Forming, Belfast, April 27 - 29, 2011. Ed.: G. Menary, 139–144, American Institute of Physics (AIP). doi:10.1063/1.3589505
Periodic three-dimensional mesh generation for particle reinforced composites with application to metal matrix composites
Fritzen, F.; Böhlke, T.
2011. International Journal of Solids and Structures, 48 (5), 706–718. doi:10.1016/j.ijsolstr.2010.11.010
Nonuniform transformation field analysis of materials with morphological anisotropy
Fritzen, F.; Böhlke, T.
2011. Composites Science and Technology, 71 (4), 433–442. doi:10.1016/j.compscitech.2010.12.013
Numerical modeling of carbon/carbon composites with nanotextured matrix and 3D pores of irregular shapes
Drach, B.; Tsukrov, I.; Gross, T.; Dietrich, S.; Weidenmann, K.; Piat, R.; Böhlke, T.
2011. International Journal of Solids and Structures, 48 (18), 2447–2457. doi:10.1016/j.ijsolstr.2011.04.021
Dislocation Transport in Single Crystals and Dislocation-based Micromechanical Hardening
Wulfinghoff, S.; Glavas, V.; Böhlke, T.
2011. Proceedings in applied mathematics and mechanics, 11 (1), 449–450. doi:10.1002/pamm.201110216
Delamination of Grain-Interfaces in Silicon Nitride
Wippler, J.; Böhlke, T.
2011. Proceedings in applied mathematics and mechanics, 11 (1), 183–184. doi:10.1002/pamm.201110083
Validation of Material Models in Grain Scale Simulation based on EBSD Experimental Data
Van, T. P.; Jöchen, K.; Böhlke, T.
2011. Proceedings in applied mathematics and mechanics, 11 (1), 543–544. doi:10.1002/pamm.201110261
Estimate of the Domain Orientation Distribution Function and the Thermoelastic Properties of Pyrolytic Carbon Based on an Image Processing Technique
Lin, S.; Böhlke, T.; Langhoff, T.-A.
2011. Proceedings in applied mathematics and mechanics, 11 (1), 537–538. doi:10.1002/pamm.201110258
Nonlinear homogenization using the nonuniform transformation field analysis
Fritzen, F.; Böhlke, T.
2011. Proceedings in applied mathematics and mechanics, 11 (1), 519–522. doi:10.1002/pamm.201110250
Mechanisms of toughening in silicon nitrides: The roles of crack bridging and microstructure
Fünfschilling, S.; Fett, T.; Hoffmann, M. J.; Oberacker, R.; Schwind, T.; Wippler, J.; Böhlke, T.; Özcoban, H.; Schneider, G. A.; Becher, P. F.; Kruzic, J. J.
2011. Acta Materialia, 59 (10), 3978–3989. doi:10.1016/j.actamat.2011.03.023
Homogenization of the thermoelastic properties of silicon nitride
Wippler, J.; Fünfschilling, S.; Fritzen, F.; Bohlke, T.; Hoffmann, M. J.
2011. Acta Materialia, 59 (15), 6029–6038. doi:10.1016/j.actamat.2011.06.011
Tension-compression anisotropy of in-plane elastic modulus for pyrolytic carbon
Todd, S.; Gross, A.; Nguyen, K.; Buck, M.; Timoshchuk, N.; Tsukrov, I. I.; Reznik, B.; Piat, R.; Böhlke, T.
2011. Carbon, 49 (6), 2145–2147. doi:10.1016/j.carbon.2011.01.012
Mechanismusbasierte mikromechanische Simulation des Rissfortschritts in gefügeverstärkten Hochleistungskeramiken
Wippler, J.; Böhlke, T.
2011. Abschlusskolloquium Sonderforschungsbereich 483 "Hochbeanspruchte Gleit- und Friktionssysteme auf Basis ingenieurkeramischer Werkstoffe", 25. Oktober 2011, Kongresszentrum Karlsruhe. Hrsg.: A. Albers, 41–51, KIT Scientific Publishing
Flexible three-dimensional scaffolds for cell adhesion studies
Striebel, T.; Klein, F.; Danilov, D.; Boehlke, T.; Wegener, M.; Bastmeyer, M.; Schwarz, U. S.
2011. Frühjahrstagung DPG, Fachverband Biologische Physik (2011), Dresden, Deutschland, 13.–18. März 2011
2010
Influence of the preform architecture on the effective elastic material properties of carbon/carbon composites
Piat, R.; Stasiuk, G.; Böhlke, T.; Gebert, J.-M.; Dietrich, S.; Wanner, A.; Tsukrov, I.; Deutschmann, O.; Gross, T.
2010. ECCM 2010: IV European Conference on Computational Mechanics - Solids, Structures and Coupled Problems in Engineering, Paris, France, May 16-21, 2010, 1 CD-Rom
Gradient Plasticity for Single Crystals
Wulfinghoff, S.; Böhlke, T.
2010. Proceedings in Applied Mathematics and Mechanics (PAMM), 10 (1), 351–352. doi:10.1002/pamm.201010168
Thermal Residual Stresses and Triaxiality Measures
Wippler, J.; Böhlke, T.
2010. Proceedings in applied mathematics and mechanics, 10 (1), 137–138. doi:10.1002/pamm.201010061
Micromechanically Based Stress and Strain-Rate Flow Potentials for Anisotropic Polycrystals
Tsotsova, R.; Böhlke, T.
2010. Proceedings in applied mathematics and mechanics, 10 (1), 433–434. doi:10.1002/pamm.201010209
Plastic deformation behaviour of Fe-Cu composites predicted by 3D finite element simulations
Schneider, Y.; Bertram, A.; Böhlke, T.; Hartig, C.
2010. Computational Materials Science, 48 (3), 456–465. doi:10.1016/j.commatsci.2010.01.005
Micromechanical Modeling of CFCs Using Different Pore Approximations
Piat, R.; Dietrich, S.; Gebert, J.-M.; Stasiuk, G.; Weidenmann, K.; Wanner, A.; Böhlke, T.; Drach, B.; Tsukrov, I.; Bussiba, A.
2010. High temperature ceramic materials and composites - Proceedings 7th International Conference on High Temperature Ceramic Matrix Composites (HT-CMC 7), Bayreuth, Germany, September 20-22, 2010. Ed.: W. Krenkel, 590–597, AVISO Verl.-Ges
Numerical Studies of the Influence of the Porosity on Macroscopic Elastic Properties of Carbon/Carbon Composites
Piat, R.; Böhlke, T.; Deutschmann, O.; Dietrich, S.; Drach, B.; Gebert, J.-M.; Gross, T.; Li, A.; Reznik, B.; Stasiuk, G.
2010. Proceedings in applied mathematics and mechanics, 10 (1), 719–720. doi:10.1002/pamm.201010344
Zweiskalenmodellierung von Umformprozessen
Phan Van, T.; Jöchen, K.; Melcher, A.; Böhlke, T.
2010. Graduiertenkolleg 1483 - Prozessketten in der Fertigung: Wechselwirkung, Modellbildung und Bewertung von Prozesszonen. Begleitband zur 1. jährlichen Klausurtagung 2010. Hrsg.: R. Pabst, 11–16, Shaker Verlag
Deep Drawing Simulations Based on Microstructural Data
Phan Van, T.; Jöchen, K.; Melcher, A.; Böhlke, T.
2010. Proceedings in Applied Mathematics and Mechanics (PAMM), 10 (1), 69–70. doi:10.1002/pamm.201010027
Phase-field modeling of the effect of interfacial energy on pyrolytic carbon morphology in chemical vapor deposition
Li, A.; Deutschmann, O.; Piat, R.; Böhlke, T.; Tsukrov, I.; Gross, T.
2010. Proceedings in applied mathematics and mechanics, 10 (1), 715–716. doi:10.1002/pamm.201010342
Partitioned fluid-solid coupling for cardiovascular blood flow: Left-ventricular fluid mechanics
Krittian, S.; Janoske, U.; Oertel, H.; Böhlke, T.
2010. Annals of Biomedical Engineering, 38 (4), 1426–1441. doi:10.1007/s10439-009-9895-7
Influence of the crystallographic and the morphological texture on the elastic properties of fcc crystal aggregates
Jöchen, K.; Böhlke, T.; Fritzen, F.
2010. Texture and anisotropy of polycrystals III - selected, peer reviewed papers from the 3rd International Conference on Texture and Anisotropy of Polycrystals (ITAP-3), Göttingen, Germany, 23 - 25 September 2009. Ed.: H. Klein, 83–86, Trans Tech Publ. doi:10.4028/www.scientific.net/SSP.160.83
Studie zum Einfluss der Morphologie von Partikeln in Zweiphasenmaterialien auf das makroskopische elastische Materialverhalten mittels Homogenisierungsmethoden
Jöchen, K.; Böhlke, T.
2010. Graduiertenkolleg 1483 - Prozessketten in der Fertigung: Wechselwirkung, Modellbildung und Bewertung von Prozesszonen. Begleitband zur 1. jährlichen Klausurtagung 2010. Hrsg.: R. Pabst, 85–89, Shaker Verlag
Influence of the Number of Grains in a Polycrystal on the Prediction of Texture During Rolling by Using the Taylor Approach
Jöchen, K.; Böhlke, T.
2010. Proceedings in applied mathematics and mechanics, 10 (1), 415–416. doi:10.1002/pamm.201010200
A pseudoelastic model for mechanical twinning on the microscale
Glüge, R.; Bertram, A.; Böhlke, T.; Specht E.
2010. ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, 90 (7/8), 565–594. doi:10.1002/zamm.200900339
Influence of the type of boundary conditions on the numerical properties of unit cell problems
Fritzen, F.; Böhlke, T.
2010. Technische Mechanik, 30 (4), 354–363
Three-dimensional finite element implementation of the nonuniform transformation field analysis
Fritzen, F.; Böhlke, T.
2010. International Journal for Numerical Methods in Engineering, 84 (7), 803–829. doi:10.1002/nme.2920
Study of Experimental Methods for Interface Problems Based on Virtual Testing
Brylka, B.; Fritzen, F.; Böhlke, T.; Weidenmann, K.
2010. Proceedings in applied mathematics and mechanics, 10 (1), 109–110. doi:10.1002/pamm.201010047
Estimate of the Thermoelastic Properties of Pyrolytic Carbon based on an Image Segmentation Technique
Böhlke, T.; Lin, S.; Piat, R.; Heizmann, M.; Tsukrov, I.
2010. Proceedings in applied mathematics and mechanics, 10 (1), 281–282. doi:10.1002/pamm.201010133
Elastic properties of pyrolytic carbon with axisymmetric textures
Böhlke, T.; Jöchen, K.; Piat, R.; Langhoff, T.-A.; Tsukrov, I.; Reznik, B.
2010. Technische Mechanik, 30 (4), 343–353
Zweiskalenmodellierung von Umformprozessen
Phan, T. van; Jöchen, K.; Melcher, A.; Böhlke, T.
2010. Graduiertenkolleg 1483 - Prozessketten in der Fertigung: Wechselwirkung, Modellbildung und Bewertung von Prozesszonen : Begleitband zur 1. jährlichen Klausurtagung 2010 CCMSE - Center of Computational Material Science and Engineering [Hochschule Karlsruhe - Technik und Wirtschaft ; Karlsruher Institut für Technologie]. ... Hrsg.: Rüdiger Pabst, Shaker Verlag
Elastic properties of polycrystalline microcomponents
Böhlke, T.; Jöchen, K.; Kraft, O.; Löhe, D.; Schulze, V.
2010. Mechanics of materials, 42 (1), 11–23. doi:10.1016/j.mechmat.2009.08.007
2009
Bounds for the Elastic Properties of Pyrolytic Carbon
Böhlke, T.; Langhoff, T.-A.; Piat, R.
2009. Proceedings in applied mathematics and mechanics, 9 (1), 431–434. doi:10.1002/pamm.200910189
Damage onset and growth in carbon-carbon composite monitored by acoustic emission technique
Bussiba, A.; Piat, R.; Kupiec, M.; Carmi, R.; Alon, I.; Böhlke, T.
2009. Journal of Acoustic Emission, 27
Effective Flow Potentials for Anisotropic Polycrystals
Tsotsova, R.; Böhlke, T.
2009. Proceedings in Applied Mathematics and Mechanics (PAMM), 9 (1), 315–316
Incremental self-consistent approach for the estimation of nonlinear material behavior of metal matrix composites
Jöchen, K.; Böhlke, T.
2009. Proceedings in applied mathematics and mechanics, 9 (1), 427–428
Periodic three-dimensional mesh generation for crystalline aggregates based on Voronoi tessellations
Fritzen, F.; Böhlke, T.; Schnack, E.
2009. Computational mechanics, 43 (5), 701–713. doi:10.1007/s00466-008-0339-2
Analytical inversion of the Jacobian for a class of generalized standard materials
Fritzen, F.; Böhlke, T.
2009. Proceedings in applied mathematics and mechanics, 9 (1), 407–408. doi:10.1002/pamm.200910177
Representation of effective flow potentials for polycrystals based on texture data
Böhlke, T.; Tsotsova, R.
2009. International Journal of Material Forming, 2 (S1), 451–454. doi:10.1007/s12289-009-0528-3
Numerical methods for the quantification of the mechanical properties of crystal aggregateswith morphologic and crystallographic texture
Böhlke, T.; Fritzen, F.; Jöchen, K.; Tsotsova, R.
2009. International Journal of Material Forming, 2 (S1), 915–917. doi:10.1007/s12289-009-0470-4
Texture-Based Modeling of Sheet Metal Forming and Springback
Schulze, V.; Bertram, A.; Böhlke, T.; Krawietz, A.
2009. Technische Mechanik, 29 (2), 135–159
Combination of the incremental self-consistent scheme and the finite element method with application to metal matrix composites
Jöchen, K.; Böhlke, T.
2009. Proceedings of the 6th International Congress of Croatian Society of Mechanics, 30. September - 02. October 2009, Dubrovnik, Croatia
Numerical Modeling of the Microstructure of Carbon/Carbon Composites on Different Length Scales
Piat, R.; Böhlke, T.; Tsukrov, I.; Reznik, B.; Deutschmann, O.; Bussiba, A.
2009. Proceedings. Carbon Conference 2009, Biarritz, France, June 14-19, 2009
Modeling of Effective Elastic Properties of Carbon/Carbon Laminates
Piat, R.; Böhlke, T.; Dietrich S.; Gebert J.-M.; Wanner A.
2009. Proceedings of the 17th International Conference on Composite Materials, 27-31 July 2009, Edinburgh, Scotland
Homogenization of the physically nonlinear properties of three-dimensional metal matrix composites using the nonuniform transformation field analysis
Fritzen, F.; Böhlke, T.
2009. Proceedings of the 17th International Conference on Composite Materials, 27-31 July 2009, Edinburgh, Scotland
Periodic three-dimensional mesh-generation for Voronoi tessellations with application to cubic crystal aggregates
Fritzen, F.; Böhlke, T.; Schnack, E.
2009. Computational Mechanics, 43 (5), 701–713
Homogenization of three-dimensional micro-heterogeneous materials using nonuniform transformation fields
Fritzen, F.; Böhlke, T.
2009. 7th EUROMECH Solid Mechanics Conference, Lisbon, Portugal, 7-11 September 2009. Ed.: J. Ambrosio
Mechanical Behavior and Acoustic Response of Carbon/Carbon Composite with Different Densities
Bussiba, A.; Piat, R.; Böhlke, T.; Carmi, R.; Alon, I.; Kupiec, M.
2009. Proceedings. Carbon Conference 2009, Biarritz, France, June 14-19, 2009
Geometrically non-linear modeling of the Portevin-Le Chatelier effect
Böhlke, T.; Bondar, G.; Estrin, Y.; Lebyodkin, M. A.
2009. Computational materials science, 44 (4), 1076–1088. doi:10.1016/j.commatsci.2008.07.036
Prediction of the Elastic Properties of Polycrystalline Microcomponents by Numerical Homogenization
Jöchen, K.; Böhlke, T.
2009. Advanced engineering materials, 11 (3), 158–161. doi:10.1002/adem.200800308
2008
Modelling and Simulation of the Portevin-Le Chatelier Effect
Brüggemann, C.; Böhlke, T.; Bertram, A.
2008. Micro-Macro-interaction. Ed.: A. Bertram, 53–61, Springer Verlag. doi:10.1007/978-3-540-85715-0_5
A micro-mechanically based quadratic yield condition for textured polycrystals
Böhlke, T.; Risy, G.; Bertram, A.
2008. ZAMM - Zeitschrift für Angewandte Mathematik und Mechanik, 88 (5), 379–387. doi:10.1002/zamm.200800004
A micro-mechanically based quadratic yield condition for textured polycrystals
Risy, G.; Böhlke, T.; Bertram, A.
2008. International Journal of Material Forming, 1 (1), 209–212
Periodic three-dimensional mesh-generation for Voronoi tessellations with application to cubic crystal aggregates
Fritzen, F.; Böhlke, T.; Schnack, E.
2008. Proceedings in applied mathematics and mechanics, 8 (1), 10545–10546. doi:10.1002/pamm.200810545
Numerical studies of the influence of textural gradients on the local stress concentrations around fibers in carbon/carbon composites
Piat, R.; Tsukrov, I.; Böhlke, T.; Bronzel, N.; Shrinivasa, T.; Reznik, B.; Gerthsen, D.
2008. Communications in Numerical Methods in Engineering, 24 (12), 2194–2205. doi:10.1002/cnm.1081
Application of the micro-computed tomography for analyses of the mechanical behavior of brittle porous materials
Gebert, J.-M.; Wanner, A.; Piat, R.; Guichard, M.; Rieck, S.; Paluszynski, B.; Bohlke, T.
2008. Mechanics of advanced materials and structures, 15 (6), 467–473
Fracture characterization of C/C composites under various stress modes by monitoring both mechanical and acoustic responses
Bussiba, A.; Kupiec, M.; Piat, R.; Böhlke, T.
2008. Carbon, 46 (4), 618–630
Damage evolution and fracture events sequence in various composites by acoustic emission technique
Bussiba, A.; Kupiec, M.; Ifergane S.; Piat, R.; Böhlke, T.
2008. Composites Science and Technology, 68, 1144–1155
Eine mikromechanische Interpretation der v. Mises-Hill’schen Fließbedingung
Böhlke, T.; Risy, G.; Bertram, A.
2008. Umformtechnik im Spannungsfeld zwischen Plastomechanik und Werkstofftechnik. Der Pawelski. Hrsg.: K. Steinhoff Bad Harzburg: GRIPS media GmbH (2008), 11–17, GRIPS-Media
Estimation of mechanical properties of polycrystalline microcomponents
Böhlke, T.; Jöchen, K.; Löhe, D.; Schulze, V.
2008. International journal of material forming, 1, Suppl 1, 447–450. doi:10.1007/s12289-008-0091-3
Simulation of Texture Development in a Deep Drawing Process
Schulze, V.; Bertram, A.; Böhlke, T.; Krawietz, A.
2008. Micro-macro-interactions in structured media and particle systems. Ed.: A. Bertram, 41–51, Springer Verlag
Plastic Deformation Behaviour of Fe-Cu Composites
Schneider, Y.; Bertram, A.; Böhlke, T.; Hartig, C.
2008. Micro-macro-interactions in structured media and particle systems. Ed.: A. Bertram, 63–76, Springer Verlag
Modelling and Simulation of the Portevin-Le Chatelier Effec
Brüggemann, C.; Böhlke, T.; Bertram, A.
2008. Micro-macro-interactions in structured media and particle systems. Ed.: A. Bertram, 53–61, Springer Verlag
On Different Strategies for Micro-Macro Simulations of Metal Forming
Bertram, A.; Risy, G.; Böhlke, T.
2008. Micro-macro-interactions in structured media and particle systems. Ed.: A. Bertram, 33–39, Springer Verlag
A micro-mechanically based quadratic yield condition for textured polycrystals
Böhlke, T.; Risy, G.; Bertram, A.
2008. ZAMM, 88 (5), 379–387
Homogenization of Linear Elastic Properties of Silicon Nitride
Böhlke, T.; Jöchen, K.; Langhoff, T.-A.
2008. PAMM - Proceedings in applied mathematics and mechanics, 8 (1), 10535–10536. doi:10.1002/pamm.200810535
On estimates for the effective shear modulus of cubic crystal aggregates
Jöchen, K.; Böhlke, T.; Fritzen, F.
2008. Proceedings in applied mathematics and mechanics, 8 (1), 10551–10552. doi:10.1002/pamm.200810551
Micromechanical Generalization of the Mises-Hill Anisotropy Yield Criterion
Tsotsova, R.; Böhlke, T.
2008. Proceedings in applied mathematics and mechanics, 8 (1), 10473–10474. doi:10.1002/pamm.200810473
2007
Three‐dimensional continuum mechanical modeling of the Portevin‐Le Châtelier effect
Bondar, G.; Böhlke, T.; Estrin, Y.
2007. Proceedings in applied mathematics and mechanics, 7 (1), 4060035–4060036. doi:10.1002/pamm.200700555
Modelling the plastic anisotropy in sheet metals on different scales
Risy, G.; Böhlke, T.; Bertram, A.
2007. Proceedings of 9th International Symposium on Plasticity and Impact Mechanics, Implast 2007. Ed.: O. T. Bruhns, 445–449, Univ. Press
Microstructure-induced thermal stresses in pyrolytic carbon matrices at temperatures up to 2900°C
Piat, R.; Lapusta, Y.; Böhlke, T.; Guellali, M.; Reznik, B.; Gerthsen, D.; Chen, T.; Oberacker, R.; Hoffmann, M. J.
2007. Journal of the European Ceramic Society, 27 (16), 4813–4820. doi:10.1016/j.jeurceramsoc.2007.03.023
Aspects of the modeling of high-cycle fatigue
Paluszynski, B.; Böhlke, T.
2007. Advances in fracture and damage mechanics VI. FDM 2007, 17-19 July, 2007, Portugal. Ed.: J. Alfaiate, 121–124, Trans Tech Publ. doi:10.4028/www.scientific.net/KEM.348-349.121
Finite element simulation of texture evolution and Swift effect in NiAl under torsion
Böhlke, T.; Glüge, R.; Klöden, B.; Skrotzki, W.; Bertram, A.
2007. Modelling and Simulation in Materials Science and Engineering, 15 (6), 619–637
Finite element simulation of sheet metal forming and springback using a crystal plasticity approach
Bertram, A.; Böhlke, T.; Krawietz, A.; Schulze, V.
2007. Materials processing and design. NUMIFORM ’07. Bd. 2. Ed.: J. M. A. César de Sá, 769–773, American Institute of Physics (AIP)
Energy functionals for microstructured multi-phase materials
Langhoff, T.-A.; Böhlke, T.; Schnack, E.
2007. PAMM - Proceedings in applied mathematics and mechanics, 7, 4080019–4080020
Elastic properties of microcomponents under uniaxial stress
Jöchen, K.; Böhlke, T.
2007. Proceedings in applied mathematics and mechanics, 7 (1), 4080011–4080012. doi:10.1002/pamm.200700399
Micromechanical modeling of twinning
Glüge, R.; Böhlke, T.
2007. PAMM - Proceedings in applied mathematics and mechanics, 7, 4080039–4080040
Modeling of latent energy storage effects in thermoplasticity of metals
Fritzen, F.; Böhlke, T.; Schnack, E.
2007. Proceedings in applied mathematics and mechanics, 7 (1), 4080017–4080018. doi:10.1002/pamm.200700449
Three-dimensional continuum mechanical modeling of the Portevin-Le Châtelier effect
Bondár, G.; Böhlke, T.; Estrin, Y.
2007. PAMM - Proceedings in applied mathematics and mechanics, 7, 4060035–4060036
On the rank 1 convexity of stored energy functions of physically linear stress-strain relations
Bertram, A.; Böhlke, T.; Silhavý, M.
2007. Journal of Elasticity, 86, 235–243. doi:10.1007/s10659-006-9091-z
2006
Electro chemical machining with oscillating tool electrode: estimation of maximum pressure
Böhlke, T.; Förster, R.
2006. International journal of electrical machining, 11, 9–14
Texture evolution and Swift effect in NiAl
Glüge, R.; Böhlke, T.; Bertram, A.
2006. PAMM - Proceedings in applied mathematics and mechanics, 6, 477–478
Modeling and simulation of the Portevin-Le Chatellier effect
Bertram, A.; Böhlke, T.; Brüggemann, C.; Estrin, Y.; Lebyodkin, M.
2006. PAMM - Proceedings in applied mathematics and mechanics, 6, 353–354
Crystallographic texture approximation by quadratic programming
Böhlke, T.; Haus, U.; Schulze, V.
2006. Acta materialia, 54 (5), 1359–1368. doi:10.1016/j.actamat.2005.11.009
Finite element simulation of metal forming operations with texture based material models
Böhlke, T.; Risy, G.; Bertram, A.
2006. Modelling and simulation in materials science and engineering, 14, 365–387
Texture Simulation based on Tensorial Fourier Coefficients
Böhlke, T.
2006. Computers & structures, 84, 1086–1094. doi:10.1016/j.compstruc.2006.01.006
2005
Two-scale modeling of plastic anisotropies
Böhlke, T.
2005. Computational plasticity. Proceedings of the Eighth International Conference on Computational Plasticity, held in Barcelona, Spain, 5h - 7th September 2005. Bd. 1. Ed.: D. R. J. Owen, 610–613, CIMNE
A texture based model for polycrystal plasticity
Böhlke, T.; Risy, G.; Bertram, A.
2005. Textures of materials. Pt.2. Ed.: P. Houtte, 1091–1096, Trans Tech Publ. doi:10.4028/www.scientific.net/MSF.495-497.1091
Erratum to: "A texture component model for anisotropic polycrystal plasticity" [Comput. Mater. Sci. 32 (2005) 284-293]
Böhlke, T.; Risy, G.; Bertram, A.
2005. Computational Materials Science, 33, 499
A Texture Component Model for Anisotropic Polycrystal Plasticity
Böhlke, T.; Risy, G.; Bertram, A.
2005. Computational Materials Science, 32 (3-4), 284–293
Application of the maximum entropy method in texture analysis
Böhlke, T.
2005. Computational materials science, 32 (3-4), 276–283. doi:10.1016/j.commatsci.2004.09.041
Erratum to: Application of the maximum entropy method in texture analysis
Böhlke, T.
2005. Computational materials science, 34 (2), 219. doi:10.1016/j.commatsci.2005.02.001
2004
Modeling the Crystallographic Texture Evolution Based on the Maximum Entropy Method
Böhlke, T.; Bertram, A.
2004. ICTAM04. Proceedings of the 21st International Congress of Theoretical and Applied Mechanics, 15.-21.8.2004, Warsaw, Poland. Ed.: W. Gutkowski, Institute of Fundamental Technological Research Polish Academy of Sciences (IPPT PAN)
The Voigt bound of the stress potential of isotropic viscoplastic fcc polycrystals
Böhlke, T.
2004. Archives of mechanics [Warszawa], 56 (6), 425–445
Modeling the crystallographic texture induced anisotropy based on tensorial Fourier coefficients
Böhlke, T.
2004. Proceedings of the Seventh International Conference on Computational Structures Technology. Held at Lisbon, Portugal, from 7 - 9 September 2004. Ed.: B. H. V. Topping, CD-ROM, Civil-Comp Press
2003
Effect of geometric nonlinearity on large strain deformation. A case study
Bertram, A.; Böhlke, T.; Estrin, Y.; Lenz, W.
2003. Proceedings of the 9th International Conference on the Mechanical Behaviour of Materials, Geneva, Switzerland, May, 25-29, 2003
Asymptotic values of elastic anisotropy in uniaxial tension and compression
Böhlke, T.; Bertram, A.
2003. Computational Materials Science, 26, 13–19
A growth law for Hooke’s tensor
Böhlke, T.; Bertram, A.
2003. IUTAM Symposium on Computational Mechanics of Solid Materials at Large Strains. Ed.: C. Miehe, 291–300, Springer Netherlands
Modeling of deformation induced anisotropy in free-end torsion
Böhlke, T.; Bertram, A.; Krempl, E.
2003. International Journal of Plasticity, 19, 1867–1884
The Reuss bound of the strain rate potential of viscoplastic fcc polycrystals
Böhlke, T.; Bertram, A.
2003. Technische Mechanik, 23 (2-4), 184–194
Crystallographic Texture Induced Anisotropy in Copper: An Approach Based on a Tensorial Fourier Expansion of the CODF
Böhlke, T.; Bertram, A.
2003. 6th European Mechanics of Materials Conference on Non-Linear Mechanics of Anisotropic Materials. EUROMECH-MECAMAT’2002, Liège, Belgium, 9 - 12 September, 2002. Ed.: S. Cescotto, 167–174, Les Éd. de Physique
2002
The evolution of elastic and plastic anisotropy due to texture development in fcc polycrystals
Böhlke, T.; Bertram, A.
2002. Plasticity, damage and fracture at macro, micro and nano scales. Proceedings of Plasticity ’02, the Ninth International Symposium on Plasticity and its Current Applications. Ed.: A.S. Khan, 218–220, NEAT Pr. Fulton
Simulation and modeling of crystallographic texture induced elastic and plastic anisotropy
Böhlke, T.; Bertram, A.; Krempl, E.
2002. Formulations and constitutive laws for very large strains. Proceedings of Euromech Colloquium 430, Prague, Czech Republic, October 3 - 5, 2001. Ed.: J. Plešek, 93, Institute of Thermomechanics
The evolution of the elastic properties of fcc polycrystals due to texture evolution
Böhlke, T.; Bertram, A.
2002. Textures of materials. Proceedings of the 13th International Conference on Textures of Materials, Seoul, Korea, August 26 - 30, 2002. Bd. 2. Ed.: D.N. Lee, 1091–1096, Trans Tech Publ
Crystallographic Texture Induced Anisotropy in Copper: An Approach Based on a Tensorial Fourier Expansion of the CODF
Böhlke, T.; Bertram, A.
2002. EMMC6, EUROMECH-MECAMAT. Proceedings of 6th European Mechanics and Materials Conference on Non Linear Mechanics of Anisotropic Materials, September 9 - 12, 2002, University of Liege, Belgium. Ed.: S. Cescotto, 273–280
2001
The Irreducible 4th-Order Isotropic Tensor Function of a Symmetric 2nd-Order Tensor: Applications to Anisotropic Elasto-Plasticity
Böhlke, T.; Bertram, A.
2001. ZAMM - Zeitschrift für angewandte Mathematik und Mechanik, 81 (S1), S125-S128
Bounds for the Geometric Mean of 4th-Order Elasticity Tensors with Cubic Symmetry
Böhlke, T.; Bertram, A.
2001. ZAMM - Zeitschrift für angewandte Mathematik und Mechanik, 81 (S2), S333 - S334
On isotropic orientation distributions of cubic crystals
Böhlke, T.; Bertram, A.
2001. 49
Modeling the evolution of Hooke’s law of fcc polycrystals during metal forming
Böhlke, T.; Bertram, A.
2001. 19, Martin-Luther-Universität Halle-Wittenberg
Crystallographic Texture Evolution and Elastic Anisotropy. Dissertation
Böhlke, T.
2001. Shaker Verlag
Graphical representation of the generalized Hooke’s law
Böhlke, T.; Brüggemann, C.
2001. Technische Mechanik, 21 (2), 145–158
The evolution of Hooke’s law due to texture development in polycrystals
Böhlke, T.; Bertram, A.
2001. International Journal of Solids and Structures, 38 (52), 9437–9459
2000
A finite deformation anisotropic viscoplasticity theory
Gomaa, S.; Sham, T.-L.; Krempl, E.; Böhlke, T.
2000. Plastic and viscoplastic response of materials and metal forming: proceedings of Plasticity ’00. The Eighth International Symposium on Plasticity and its Current Applications, Whistler, Canada. Ed.: A.S. Khan, 53–55, Neat Pr
Finite thermoplasticity based on isomorphisms
Böhlke, T.; Bertram, A.
2000. Plastic and viscoplastic response of materials and metal forming: proceedings of Plasticity ’00. The Eighth International Symposium on Plasticity and its Current Applications, Whistler, Canada. Ed.: A.S. Khan, 12–13, Neat Pr
The evolution of Hooke’s law due to texture development in polycrystals
Böhlke, T.; Bertram, A.; Krempl, E.
2000. Plastic and viscoplastic response of materials and metal forming: proceedings of Plasticity ’00. The Eighth International Symposium on Plasticity and its Current Applications, Whistler, Canada. Ed.: A.S. Khan, 14–16, Neat Pr
The evolution of Hooke’s law due to texture development in FCC polycrystals
Böhlke, T.; Bertram, A.
2000. Martin-Luther-Universität Halle-Wittenberg
A minimum problem defining effective isotropic elastic properties
Böhlke, T.; Bertram, A.
2000. ZAMM - Zeitschrift für angewandte Mathematik und Mechanik, 80 (S2), S419-S420
On the generation of discrete isotropic orientation distributions for linear elastic cubic crystals
Bertram, A.; Boehlke, T.; Gaffke, N.; Heiligers, B.
2000. Journal of elasticity, 58, 233–248
1999
On the elastic isotropy of aggregates of cubic single crystals
Bertram, A.; Böhlke, T.
1999. Models of continuum mechanics in analysis and engineering. Ed.: H.-D. Alber, 34–35, Shaker Verlag
Simulation of texture induced elastic anisotropy
Bertram, A.; Böhlke, T.
1999. Conference papers. Fourth International Conference on Constitutive Laws for Engineering Materials, Troy, NY, July 27 - 30, 1999. Ed.: R. C. Picu, 221–224, Rensselaer Polytechnic Institute
On the mean isotropic elastic properties of polycrystalline metals
Bertram, A.; Böhlke, T.
1999. Conference to the Memory of Professor Jean-Paul Boehler: Mechanics of Heterogeneous Materials, Grenoble. Ed.: F. Dorve
On the evolution of anisotropic elastic properties during metal forming
Bertram, A.; Böhlke, T.
1999. Icotom-12. Proceedings of the twelfth International Conference on Textures of Materials, Montreal, Canada August 9-13, 1999. Bd. 1. Ed.: J.A. Szpunar, 535–540, NRC Research Pr
Simulation of texture induced elastic anisotropy of polycrystalline copper
Böhlke, T.; Bertram, A.
1999. Computational Materials Science, 16 (1-4), 2–9
An isotropy condition for discrete sets of cubic single crystals
Böhlke, T.; Bertram, A.
1999. 79
Texture Development of Aluminum Polycrystals Under Finite Plastic Deformations
Bertram, A.; Böhlke, T.; Kraska, M.
1999. IUTAM Symposium on Micro- and Macrostructural Aspects of Thermoplasticity. Proceedings of the IUTAM symposium held in Bochum, Germany, 25-29 August 1997. Ed.: O.T. Bruhns, 127–136, Kluwer
1998
Generierung von Orientierungsverteilungen für RVE-Simulationsrechnungen
Bertram, A.; Böhlke, T.
1998. Proceedings. 6. Workshop Numerische Methoden der Plastomechanik, Institut für Mechanik, Universität Hannover, 1998. Ed.: B. Desdo, 15–25, Hannover
Erzeugung quasi-isotroper diskreter Kristallit-Orientierungsverteilungen für RVE- Simulationsrechnungen
Böhlke, T.
1998. Graduiertenkolleg Modellierung, Berechnung und Identifikation Mechanischer Systeme, 1–12, Martin-Luther-Universität Halle-Wittenberg
Simulation of texture development and induced anisotropy of polycrystals
Böhlke, T.; Bertram, A.
1998. Modeling and simulation based engineering. Ed.: S.N. Atluri, 1390–1395, Tech Science Pr
1997
Zur Drehmomentengleichung eines Kreisels
Bertram, A.; Böhlke, T.; Kraska, M.
1997. Technische Mechanik, 17 (1), 1–14
Deformation induced anisotropy of polycrystal
Bertram, A.; Böhlke, T.; Kraska, M.
1997. ZAMM - Zeitschrift für angewandte Mathematik und Mechanik, 77, S33-S34
Simulation der einfachen Scherung einer polykristallinen Aluminiumprobe
Böhlke, T.; Kraska, M.; Bertram, A.
1997. Technische Mechanik, 17 (S), 47–54
Numerical Simulation of Texture Development of Polycrystals Undergoing Large Plastic Deformations
Bertram, A.; Böhlke, T.; Kraska, M.
1997. Computational plasticity. Fundamentals and applications. Proceedings of the Fifth International Conference on Computational Plasticity, held in Barcelona, Spain, 17th - 20th March, 1997. Ed.: D.R.J. Owen, 895–900, CIMNE
Numerical Simulation of Deformation Induced Anisotropy of Polycrystals
Bertram, A.; Böhlke, T.; Kraska, M.
1997. Computational Materials Science, 9, 158–167

Lehre

Wintersemester 2022/23

  • Technische Mechanik I
  • Engineering Mechanics I
  • Kontinuumsmechanik der Festkörper und Fluide
  • Mathematische Methoden der Kontinuumsmechanik
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2022

  • Technische Mechanik II
  • Engineering Mechanics II
  • Mathematische Methoden der Strukturmechanik
  • Einführung in die Finite-Element-Methode
  • Nonlinear Continuum Mechanics
  • Rechnerunterstützte Mechanik II
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2021/22

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2021

  • Technische Mechanik II
  • Engineering Mechanics II
  • Mathematische Methoden der Strukturmechanik
  • Einführung in die Finite-Element-Methode
  • Nonlinear Continuum Mechanics
  • Rechnerunterstützte Mechanik II
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2020/21

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2020

  • Technische Mechanik II
  • Engineering Mechanics II
  • Mathematische Methoden der Mikromechanik
  • Einführung in die Finite-Element-Methode
  • Nonlinear Continuum Mechanics
  • Rechnerunterstützte Mechanik II

Wintersemester 2019/20

  • Technische Mechanik I
  • Engineering Mechanics I
  • Kontinuumsmechanik der Festkörper und Fluide
  • Mathematische Methoden der Kontinuumsmechanik
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2019

  • Technische Mechanik II
  • Engineering Mechanics II
  • Mathematische Methoden der Strukturmechanik
  • Einführung in die Finite-Element-Methode
  • Nonlinear Continuum Mechanics
  • Rechnerunterstützte Mechanik II
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2018/19

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2018

  • Technische Mechanik II
  • Engineering Mechanics II
  • Mathematische Methoden der Strukturmechanik
  • Einführung in die Finite-Element-Methode
  • Nonlinear Continuum Mechanics
  • Rechnerunterstützte Mechanik II
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2017/18

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2017

  • Technische Mechanik II
  • Mathematische Methoden der Strukturmechanik
  • Nonlinear Continuum Mechanics
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2016/17

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2016

  • Technische Mechanik II
  • Mathematische Methoden der Strukturmechanik
  • Nonlinear Continuum Mechanics
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2015/16

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2015

  • Technische Mechanik II
  • Mathematische Methoden der Strukturmechanik
  • Nonlinear Continuum Mechanics
  • Praktikum in experimenteller Festkörpermechanik (Fachpraktikum)
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2014/15

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2014

  • Technische Mechanik II
  • Mathematische Methoden der Strukturmechanik
  • Plastizitätstheorie (mit fakultativen Übungen)
  • Praktikum in experimenteller Festkörpermechanik (Fachpraktikum)
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2013/14

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2013

  • Forschungssemester

Wintersemester 2012/13

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Mikrostrukturcharakterisierung und -modellierung
  • Rechnerunterstützte Mechanik I
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2012

  • Technische Mechanik II
  • Einführung in die Finite-Element-Methode (mit Rechnerpraktikum)
  • Mathematische Methoden der Strukturmechanik
  • Plastizitätstheorie (mit fakultativen Übungen)
  • Experimentelle Methoden der Mechanik (Fachpraktikum)
  • Workshop im Rahmen der LV Arbeitstechniken im Maschinenbau
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2011/12

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Mikrostrukturcharakterisierung und -modellierung
  • Rechnerunterstützte Mechanik I
  • Simulation im Produktentstehungsprozess (Verbundfach)
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2011

  • Technische Mechanik II
  • Einführung in die Finite-Element-Methode
  • Mathematische Methoden der Strukturmechanik
  • Plastizitätstheorie
  • Experimentelle Methoden der Mechanik
  • Workshop im Rahmen der LV Arbeitstechniken im Maschinenbau
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2010/11

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Simulation im Produktentstehungsprozess (Verbundfach)
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2010

  • Technische Mechanik II
  • Engineering Mechanics II
  • Einführung in die Finite-Element-Methode
  • Mathematische Methoden der Strukturmechanik
  • Rechnerunterstützte Mechanik II
  • Plastizitätstheorie
  • Experimentelle Methoden der Mechanik
  • Workshop im Rahmen der LV Arbeitstechniken im Maschinenbau
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2009/10

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Simulation im Produktentstehungsprozess (Verbundfach)
  • Blockveranstaltung: Homogenisierungsmethoden der Kontinuumsmechanik
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2009

  • Technische Mechanik II
  • Engineering Mechanics II
  • Einführung in die Finite-Element-Methode
  • Mathematische Methoden der Strukturmechanik
  • Rechnerunterstützte Mechanik II
  • Plastizitätstheorie
  • Experimentelle Methoden der Mechanik
  • Workshop im Rahmen der LV Arbeitstechniken im Maschinenbau
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Wintersemester 2008/09

  • Technische Mechanik I
  • Engineering Mechanics I
  • Höhere Technische Festigkeitslehre
  • Mathematische Methoden der Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Simulation im Produktentstehungsprozess (Verbundfach)
  • Kompaktkurs: Implementierung von Stoffgesetzen in FE-Software (ABAQUS)
  • Seminar: Homogenization Methods in Continuum Mechanics
  • Forschungsseminar Kontinuumsmechanik und Homogenisierungsmethoden

Sommersemester 2008

  • Technische Mechanik II
  • Rechnerpraktikum zur Technischen Mechanik II
  • Seminar für Übungsgruppenleiter Technische Mechanik II
  • Seminar / Workshop zu Arbeitstechniken für den Maschinenbau
  • Mathematische Methoden der Strukturmechanik
  • Praktikum in experimenteller Festkörpermechanik
  • Einführung in die Finite-Elemente-Methode
  • Rechnerunterstützte Mechanik II
  • Plastizitätstheorie
  • Forschungsseminar Kontinuumsmechanik
  • Seminar für Technische Mechanik
  • Engineering Mechanics II (Tutorial)
  • Lab course Engineering Mechanics II

Wintersemester 2007/08

  • Technische Mechanik I
  • Rechnerpraktikum zur Technischen Mechanik I
  • Seminar für Übungsgruppenleiter für Technische Mechanik I
  • Mathematische Methoden der Festigkeitslehre
  • Höhere Technische Festigkeitslehre
  • Verbundfach: Simulation im Produktentstehungsprozess (SimPEP)
  • Rechnerunterstützte Mechanik I
  • Seminar für Technische Mechanik
  • Engineering Mechanics I (Tutorial)
  • Lab Course Engineering Mechanics I

Sommersemester 2007

  • Technische Mechanik II
  • Rechnerpraktikum zur Technischen Mechanik II
  • Seminar für Übungsgruppenleiter Technische Mechanik II
  • Seminar / Workshop zu Arbeitstechniken für den Maschinenbau
  • Mathematische Methoden der Strukturmechanik
  • Praktikum in experimenteller Festkörpermechanik
  • Einführung in die Finite-Elemente-Methode
  • Rechnerunterstützte Mechanik II
  • Plastizitätstheorie
  • Forschungsseminar Kontinuumsmechanik
  • Seminar für Technische Mechanik
  • Engineering Mechanics II (Tutorial)
  • Lab course Engineering Mechanics II

Wintersemester 2006/07

  • Technische Mechanik I
  • Rechnerpraktikum zur Technischen Mechanik I
  • Seminar für Übungsgruppenleiter für Technische Mechanik I
  • Mathematische Methoden der Festigkeitslehre
  • Höhere Technische Festigkeitslehre
  • Rechnerunterstützte Mechanik I
  • Seminar für Technische Mechanik
  • Engineering Mechanics I (Tutorial)
  • Lab Course Engineering Mechanics I