Publication detail

Nonlocal damage modelling of quasi-brittle composites

VALA, J.

Original Title

Nonlocal damage modelling of quasi-brittle composites

English Title

Nonlocal damage modelling of quasi-brittle composites

Type

conference paper

Language

en

Original Abstract

Heuristic computational analysis of quasi-brittle fracture of building composites as fibre reinforced concrete relies on coupling of local elasticity with nonlocal damage and on cohesive behaviour of fibre/matrix interfaces. This paper verifies such approach on a model quasi-static and quasi-linear problem, using the constructive proofs focused on real software applications.

English abstract

Heuristic computational analysis of quasi-brittle fracture of building composites as fibre reinforced concrete relies on coupling of local elasticity with nonlocal damage and on cohesive behaviour of fibre/matrix interfaces. This paper verifies such approach on a model quasi-static and quasi-linear problem, using the constructive proofs focused on real software applications.

Keywords

damage modelling; quasi-brittle composites

Released

15.11.2020

Publisher

American Institute of Physics

Location

Melville (USA)

ISBN

0094-243X

Periodical

AIP conference proceedings

Year of study

2293

Number

1

State

US

Pages from

340002-1

Pages to

34002-4

Pages count

4

URL

Documents

BibTex


@inproceedings{BUT161255,
  author="Jiří {Vala}",
  title="Nonlocal damage modelling of quasi-brittle composites",
  annote="Heuristic computational analysis of quasi-brittle fracture of building composites as fibre reinforced concrete relies on coupling of local elasticity with nonlocal damage and on cohesive behaviour of fibre/matrix interfaces. This paper verifies such approach on a model quasi-static and quasi-linear problem, using the constructive proofs focused on real software applications.",
  address="American Institute of Physics",
  booktitle="ICNAAM 2019 Proceedings",
  chapter="161255",
  doi="10.1063/5.0027268",
  howpublished="electronic, physical medium",
  institution="American Institute of Physics",
  number="1",
  year="2020",
  month="november",
  pages="340002-1--34002-4",
  publisher="American Institute of Physics",
  type="conference paper"
}