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KOTOUL, M.; PROFANT, T.; PADĚLEK, P.
Original Title
Plane Asymptotic Interface Crack Solutions in Gradient Elasticity Theory
English Title
Type
Paper in proceedings (conference paper)
Original Abstract
The goal of the contribution is to develop an asymptotic interface crack-tip solution under conditions of plane strain for a bi-material that obeys a special form of linear isotropic gradient elasticity. Several fracture mechanics problems have been solved in the past within the framework of strain gradient elasticity which is capable to capture additional length/size parameters.
English abstract
Keywords
Příspěvek se zabývá odvozením asymptotického řešení pro trhlinu na rozhraní dvou materiálů, které jsou popsány v rámci isotropického lineárního modelu gradientní teorie pružnosti
Key words in English
Authors
RIV year
2017
Released
10.09.2016
Publisher
Trans Tech Publications
Location
Switzerland
ISBN
978-3-03835-716-2
Book
Advances in Fracture and Damage Mechanics XV
1013-9826
Periodical
Key Engineering Materials (print)
Volume
713
Number
1
State
Swiss Confederation
Pages from
151
Pages to
154
Pages count
4
URL
http://www.scientific.net
BibTex
@inproceedings{BUT128142, author="Michal {Kotoul} and Tomáš {Profant} and Petr {Padělek}", title="Plane Asymptotic Interface Crack Solutions in Gradient Elasticity Theory", booktitle="Advances in Fracture and Damage Mechanics XV", year="2016", journal="Key Engineering Materials (print)", volume="713", number="1", pages="151--154", publisher="Trans Tech Publications", address="Switzerland", doi="10.4028/www.scientific.net/KEM.713.151", isbn="978-3-03835-716-2", issn="1013-9826", url="http://www.scientific.net" }