MS065D FFT-based homogEnisation methods: advances and applications IV
MS Corresponding Organizer: Mr. Hervé Moulinec (Laboratoire de Mecanique et d’Acoustique / CNRS)
Chaired by:
Dr. Cedric Bellis (CNRS , France)
Dr. Cedric Bellis (CNRS , France)
Scheduled presentations:
-
Keynote
A Linear Algebra Perspective on FFT-accelerated Finite Element Solvers for Periodic Homogenization
M. Ladecký, I. Pultarová, J. Zeman* -
Spectrum of the Lippmann-Schwinger Operator and Homogenization Schemes
H. Moulinec*, C. Bellis -
Level-set based composite voxels for FFT-based computational homogenization of thermal conductivity
J. Lendvai*, M. Schneider -
FFT-based simulations of heterogeneous materials with combined non-uniform Neumann, Periodic and Dirichlet boundary conditions
L. Gélébart* -
A FFT-based method with Dirichlet and/or Neumann boundary conditions based on discrete sine-cosine transforms
J. Paux*, L. Morin