• BEAM ELEMENT UNDER FINITE ROTATIONS 

      Autor: La Malfa Ribolla, Emma; Jirásek, Milan; Horák, Martin
      (České vysoké učení technické v PrazeCzech Technical University in Prague, 2021)
      The present work focuses on the 2-D formulation of a nonlinear beam model for slender structures that can exhibit large rotations of the cross sections while remaining in the small-strain regime. Bernoulli-Euler hypothesis ...
    • LOCALIZATION ANALYSIS OF DAMAGE FOR ONE-DIMENSIONAL PERIDYNAMIC MODEL 

      Autor: Mikeš, Karel; Jirásek, Milan; Zeman, Jan; Rokoš, Ondřej; Peerlings, Ron H. J.
      (České vysoké učení technické v PrazeCzech Technical University in Prague, 2021)
      Peridynamics is a recently developed extension of continuum mechanics, which replaces the traditional concept of stress by force interactions between material points at a finite distance. The peridynamic continuum is thus ...