Profile of Julia Orlik

Fields of Activity / Competences

  • Homogenization in Periodic Structures
  • Asymptotic methods for PDEs
  • Applied Analysis
  • Elasticity / viscoelasticity / plasticity for fiber (particle) composites, porous materials, textiles
  • Strength / lifetime / fatigue / wear
  • Multiscale contact problems
  • Modeling of bone ingrowth or rebuilding

 

Publications

Major Publications

  • Griso, G.; Migunova, A.; Orlik, J.:
    Homogenization via unfolding in periodic layer with contact.
    Submitted in Asymptotic Analysis, arXiv:1511.07744, ~24.11.2015.
  • Griso, G.; Migunova, A.; Orlik, J.:
    Asymptotic analysis for domains separated by a thin layer made of periodic vertical beams.
    submitted in SIAM Journal Math. Anal. (SIMA), arXiv:1511.04620, 20.07.2015 (under review).
  • Orlik, J.; Shiryaev, V.:
    Evolutional contact with Coulomb's friction on a periodic Microstructure.
    Integral Methods in Science and Engineering, Springer Book, 321843 ed. By Constanda, 2015.

Fraunhofer-Publica

Collection of the publications of Julia Orlik in the Fraunhofer-Publica

Other Publications

  • Cioranescu, D.; Damlamian, A.; Orlik, J.:
    Two-scale analysis for homogenization of multi-scale contact problems in elasticity.
    Asymptotic Analysis, Vol. 82, No. 3-4, 2013.
  • Bare, Z.; Fillep, S.; Orlik, J.; Steinmann, P.:
    Homogenization of elasticity in periodically heterogeneous bodies with contact on the microstructural elements.
    Mathematics & Mechanics of Solids, 2013.
  • Bare, Z.; Orlik, J.; Panasenko, G.:
    Asymptotics for 3D elasticity problem with Robin interface condition in a thin fiber.
    Aplicable Analysis, 2013.
  • Nam, A.; Orlik, J.:
    Simulation of the Effective Properties of Heterogeneous Textile Layer by Asymptotic Approach.
    GAMM 2010.
  • Bare; Contreras, Z.; A. Nam; Orlik, J.:
    Asymptotics for Thin Fibers Being in Contact.
    GAMM 2010.
  • Andrä, H.; Iliev, O.; Nam, A.; Orlik, J.:
    Effective mechanical properties of technical textiles via asymptotic homogenization.
    Structural Membrane 2009 conference.
  • Andrä, H.; Iliev, O.; Nam, A.; Orlik, J.:
    Calculation of effective mechanical properties of technical textile via asymptotic homogenization.
    poster session, International Conference on Challenges of Porous Media, Kaiserslautern 2009.
  • Andrä, H.; Orlik, J.;Schulz, V. ; Steiner, K.; Zemitis, A.:
    Software KneeMech for Structural Simulation of the Bone-Prosthesis-System.
    Berichte des Fraunhofer ITWM, 2008.
  • Orlik, J.:
    Approach for average elastic and shrinkage composite properties calculation and its application to dental filling material.
    Zeitschrift für Angewandte Mathematik und Mechanik (ZAMM), Vo.79, Suppl. 2, p.429-430, 1999.
  • Hubsch, P.; Middleton, J.; Orlik, J.; Seibold, S.:
    Identification of the visco-elastic properties of curing dental composites.
    Recent Advances in Computer Methods in Biomechanics and Biomedical Engineering, Lisbon, Oct 1999.
  • Mikhajlov, S.E.; Orlik, J.:
    Equivalent elastic and shrinkage composite properties and their application to the hardening of the filling for teeth.
    Damage and Fracture Mechanics: Computer aided assessment and control, ed. by A. Carpentery and C. A. Brebbia, Computational Mechanics Publ., pp. 217-227, 1998.