Detail publikace
Směrová stabilita kolineárních mikrotrhlin interagujících s kolineární řadou kruhových inkluzí
PROFANT, T.
Český název
Směrová stabilita kolineárních mikrotrhlin interagujících s kolineární řadou kruhových inkluzí
Anglický název
The Straight Path Stability of an Array of Collinear Micro-cracks Interacting with an Array of Circular Inclusions
Typ
článek ve sborníku ve WoS nebo Scopus
Jazyk
en
Originální abstrakt
A simplified mathematical model of the micro-cracking of the particle reinforced composites is investigated. The micro-cracking is represented by an array of the collinear slightly curved micro-cracks situated between neighbouring circular inclusions which exhibit different elastic properties then matrix. The model of the array of slightly curved micro-cracks is based on the already known solution to the interaction of the straight path micro-cracks and inclusions. The problem is solved using the technique of distributed dislocations and Bueckner principle. The Galerkin method and Muschelischvili complex potentials are applied to develop fundamental solution for a single dislocation situated in a general point between inclusions.
Český abstrakt
A simplified mathematical model of the micro-cracking of the particle reinforced composites is investigated. The micro-cracking is represented by an array of the collinear slightly curved micro-cracks situated between neighbouring circular inclusions which exhibit different elastic properties then matrix. The model of the array of slightly curved micro-cracks is based on the already known solution to the interaction of the straight path micro-cracks and inclusions. The problem is solved using the technique of distributed dislocations and Bueckner principle. The Galerkin method and Muschelischvili complex potentials are applied to develop fundamental solution for a single dislocation situated in a general point between inclusions.
Anglický abstrakt
A simplified mathematical model of the micro-cracking of the particle reinforced composites is investigated. The micro-cracking is represented by an array of the collinear slightly curved micro-cracks situated between neighbouring circular inclusions which exhibit different elastic properties then matrix. The model of the array of slightly curved micro-cracks is based on the already known solution to the interaction of the straight path micro-cracks and inclusions. The problem is solved using the technique of distributed dislocations and Bueckner principle. The Galerkin method and Muschelischvili complex potentials are applied to develop fundamental solution for a single dislocation situated in a general point between inclusions.
Klíčová slova česky
micro-cracking
Klíčová slova anglicky
micro-cracking
Rok RIV
2004
Vydáno
10.05.2004
Nakladatel
Institute of Thermomechanics, ASCR
Místo
Praha
ISBN
80-85918-88-9
Kniha
Inženýrská mechanika-Engineering Mechanics 2004
Strany od–do
243–254
Počet stran
11
BIBTEX
@inproceedings{BUT17034,
author="Tomáš {Profant},
title="The Straight Path Stability of an Array of Collinear Micro-cracks Interacting with an Array of Circular Inclusions",
booktitle="Inženýrská mechanika-Engineering Mechanics 2004",
year="2004",
month="May",
pages="243--254",
publisher="Institute of Thermomechanics, ASCR",
address="Praha",
isbn="80-85918-88-9"
}