Nonlinear bending of microarchitectural thin beams within strain gradient elasticity

Loc Tran (Puhuja)

Aktiviteetti: Konferenssiesitelmä


This paper investigates the bending behaviour of beams by taking into account (1) material length scales according to Mindlin’s strain gradient elasticity theory of form II, (2) small strains but moderate displacements based on the von Kármán strain assumptions. The principle of virtual work is used to derive the nonlinear governing equations in form of a sixth-order partial differential equation. Thereafter, a conforming Galerkin method based on an isogeometric approach is adopted to naturally fulfill the stringent C2-continuity required by the beam model. Through numerical benchmarks, the accuracy and validity of the present theoretical formulations at linear and nonlinear regimes are confirmed.
Aikajakso24 lokakuuta 201925 lokakuuta 2019
Tapahtuman otsikkoNordic Seminar on Computational Mechanics
Tapahtuman tyyppiSeminar
SijaintiOulu, Suomi
Tunnustuksen arvoInternational