Repository logoOPUS - Online Publications of University Stuttgart
de / en
Log In
New user? Click here to register.Have you forgotten your password?
Communities & Collections
All of DSpace
  1. Home
  2. Browse by Author

Browsing by Author "Zimmermann, Ilona Andrea"

Filter results by typing the first few letters
Now showing 1 - 1 of 1
  • Results Per Page
  • Sort Options
  • Thumbnail Image
    ItemOpen Access
    Hybrid micro-macro modeling of texture evolution in polycrystal plasticity based on microstructural reorientation continua
    (2013) Zimmermann, Ilona Andrea; Miehe, Christian (Prof. Dr.-Ing.)
    The present work deals with the modeling of evolving crystal orientation microstructures in finite polycrystal plasticity and its impact on the macroscopic material behavior by means of a two-scale approach. A micro-mechanical plasticity model is developed that locally accounts for microscopic structural changes in the form of grain reorientations. The algorithmic treatment captures in a numerically efficient manner the crystal reorientation for evolving face- and body-centered cubic textures. Thereby, the parametrization of rotations is carried out in the Rodigues space. The performance is demonstrated by means of representative numerical examples. As a key ingredient the crystallographic texture is responsible for the development of macroscopic anisotropy, entailing the necessity of a multiscale approach for appropriately predicting the material behavior. Crystal orientation distribution functions govern the evolution of structural tensors, representing in a homogenized sense the crystal reorientation within a model-inherent scale bridging technique. The texture estimation is incorporated in a modular format into a micro-macro model resulting in a computationally manageable approach compared to straightforward homogenization-based multiscale methods, such as e.g. FE2. A macro-mechanical model of anisotropic finite plasticity is based on evolving structural tensors accounting for the texture-induced macroscopic anisotropy. The general framework for the micro-macro modeling is a purely phenomenological setting of anisotropic plasticity in the logarithmic strain space. The capabilities and computationally efficiency of his hybrid two-scale model of finite polycrystalline plasticity is demonstrated by means of a variety of numerical examples including the comparison with benchmark analyses and experimental observations.
OPUS
  • About OPUS
  • Publish with OPUS
  • Legal information
DSpace
  • Cookie settings
  • Privacy policy
  • Send Feedback
University Stuttgart
  • University Stuttgart
  • University Library Stuttgart