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KVĚTOŇ, J.; ELIÁŠ, J.
Original Title
Discrete Modeling of Strain Rate Effect in Concrete Fracture
English Title
Type
Paper in proceedings (conference paper)
Original Abstract
Concrete fracture can be simulated in static regime, however, it is a dynamical process. For very slow loading rates, the kinetic energy is negligible compared to the energy dissipated by fracturing, and the influence of inertia can be neglected. In all other cases, neglecting the influence of inertia forces can lead to improper results. With increasing loading rate, increase in strength and energy dissipation as well as changes in crack pattern can be observed. The contribution presents dynamical simulations of experiments on concrete specimens under various displacement rates, from very slow, quasi-static, to high displacement rates. The simulations are calculated using discrete particle model, the material is represented by a system of interconnected ideally rigid polyhedral particles. The solution of equations of motion is calculated using implicit time integration Newmark scheme. The constitutive behavior of the material is strain rate independent. For high strain rates the influence of inertia forces dominates and is mainly responsible for increase in loading forces as well as for change in the crack pattern and crack branching. The results obtained with the model are compared to experimental data from literature.
English abstract
Keywords
Discrete model, Concrete fracture, Dynamics, Inertia, Strain Rate
Key words in English
Authors
RIV year
2018
Released
01.09.2017
Book
Key Engineering Materials
ISBN
1662-9795
Periodical
Key Engineering Materials (web)
Volume
754
Number
1
State
Swiss Confederation
Pages from
345
Pages to
348
Pages count
4
BibTex
@inproceedings{BUT141116, author="Josef {Květoň} and Jan {Eliáš}", title="Discrete Modeling of Strain Rate Effect in Concrete Fracture", booktitle="Key Engineering Materials", year="2017", journal="Key Engineering Materials (web)", volume="754", number="1", pages="345--348", doi="10.4028/www.scientific.net/KEM.754.345", issn="1662-9795" }