Logo of the University of Passau
Information for... Faculties & facilities
Support Login
Chair of Dynamical Systems
Chair of Dynamical Systems

Dr. Cornelia Schwarz

  1. F. Meier, C. Schwarz and E. Werner.
    Determination of the tangent stiffness tensor in materials modeling in case of large deformations by calculation of a directed strain perturbation.
    Computer Methods in Applied Mechanics and Engineering, 2016, 628–642. DOI:10.1016/j.cma.2015.11.034.
    to the article
  2. F. Ohmenhäuser, C. Schwarz, S. Thalmair, and H. S. Evirgen.
    Constitutive modelling of the thermo-mechanical fatigue and lifetime behavior of the cast steel 1.4849.
    Materials & Design, 2014, 64, 631-639. DOI: 10.1016/j.matdes.2014.08.016.
    to the article
  3. F. Meier, C. Schwarz, and E. Werner.
    Crystal-plasticity based thermo-mechanical modeling of Al-components in integrated circuits.
    Computational Materials Science, 2014, 94, 122-131. DOI: 10.1016/j.commatsci.2014.03.020.
    to the article
  4. T. Taxer, C. Schwarz, W. Smarsly, and E. Werner.
    A finite element approach to study the influence of cast pores on the mechanical properties of the Ni-base alloy MAR-M247.
    Materials Science and Engineering A    , 2013, 575, 144-151.
    to the article
  5. C. Schwarz, E. Werner, and H. J. Dirschmid.
    Stress Waves in a Stamping Tool: Analytic Treatment of a One-dimensional Model.
    Technische Mechanik, 2012, 32(6), 698-713.
    pdf version
  6. C. Schwarz, F. D. Fischer, E. Werner, and H. J. Dirschmid.
    Impact of an elastic rod on a deformable barrier: analytical and numerical investigations on models of a valve and a rod-shaped stamping tool.
    Archive of Applied Mechanics,     2010, 80, 3-24.
    to the article
  7. R. Sedlacek, C. Schwarz, R. Wesenjak, and A. Bensimon.
    Bauschinger effect in thin metal films simulated by the continuum dislocation-based model.
    International Journal of Materials Research, 2009, 100, 326-329.
    to the article
  8. C. Schwarz, R. Sedlacek, and E. Werner.
    Refined short-range interactions in the continuum dislocation-based model of plasticity at the microscale.
    Acta Materialia,     2008, 56, 341-350.
    to the article
  9. R. Sedlacek, C. Schwarz, and E. Werner.
    Modeling of size-dependent internal stresses in dislocation cell structures.
    Materials Science and Engineering A,     2008, 474, 323-327.
    to the article
  10. R. Sedlacek, C. Schwarz, J. Kratochvíl, and E. Werner.
    Continuum theory of evolving dislocation fields.
    Philosophical Magazine,     2007, 87, 1225-1260.
  11. C. Schwarz, R. Sedlacek, and E. Werner.
    Plastic deformation of a composite and the source-shortening effect simulated by the continuum dislocation-based model.
    Modelling Simul. Mater. Sci. Eng.,     2007, 15, S37-S49.
    to the article
  12. C. Schwarz, R. Sedlacek, and E. Werner.
    Towards a 2D Finite Element implementation of a continuum-dislocation based model.
    Computational Materials Science,     2007, 39, 85-90.
    to the article
  13. C. Schwarz, R. Sedlacek, and E. Werner.
    Application of a continuum dislocation-based model to a tensile test on a thin film    .
    Materials Science and Engineering A,     2005, 400-401, 443-44.
    to the article

  1. F. Meier, C. Schwarz, and E. Werner.
    Numerical calculation of the tangent stiffness matrix in materials modeling.
    Proc. App. Math. Mech.,     2014, 14, 425-426. DOI: 10.1002/pamm.201410200.
    pdf version
  2. C. Schwarz.
    Examples for the importance of being curved.
    Oberwolfach Report 15/2012, Mechanics of Materials, DOI: 10.4171/OWR/2012/15    .
    pdf version
  3. C. Schwarz, E. Werner, and H. J. Dirschmid.
    1D wave propagation in a rod: analytic treatment for non-trivial boundary conditions.
    Proc. App. Math. Mech.,     2010, 10, 525-526.
    to the article
  4. C. Schwarz, R. Sedlacek, and E. Werner.
    Continuum Modeling of Dislocation Systems.
    International Conference on Numerical Analysis and Applied Mathematics, T.E. Simos, G. P. & Tsitouras, C.     (eds.), 2009, 1168, 1152-1155
  5. R. Sedlacek, J. Kratochvíl, and C. Schwarz.
    Short-range interactions in continuum dislocation-based plasticity.
    4th International Conference on Multiscale Materials Modelling, El-Azab, A. (    ed.), 2008, 714-719
  6. R. Sedlacek, C. Schwarz, J. Kratochvl, and E. Werner.
    Continuum theory of evolving dislocation fields and plastic deformation.
    11th International Symposium on Continuum Models and Discrete Systems, Jeulin, D. & Forest, S. (eds.), 2008, 299-304
  7. C. Schwarz, R. Sedlacek, C. Krempaszky, and E. Werner.
    Dislocation-based modeling of size effects in microscale plasticity.
    Proc. App. Math. Mech.,     2007, 7, 4080003 - 4080004.
    pdf version

  1. C. Schwarz.
    Tagungsband zum 1. Tag der Ingenieurin der Fakultät für Maschinenwesen der TUM 2011.
    urn:nbn:de:bvb:91-epub-20111017-1086219-0-9.
    pdf version

  1. C. Schwarz.
    Modellierung und Simulation eines Formgedächtnisdrahtes
    Diplomarbeit am Lehrstuhl für Numerische Mathematik, Technische Universität München,     2003
  2. C. Schwarz.
    Numerical implementation of continuum dislocation-based plasticity
    Dissertation, Technische Universität München,     2007
    pdf version
Last updated: | Page ID: 18345
Share page
Print page
I agree that a connection to the Vimeo server will be established when the video is played and that personal data (e.g. your IP address) will be transmitted.
I agree that a connection to the YouTube server will be established when the video is played and that personal data (e.g. your IP address) will be transmitted.
Show video