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VOŘECHOVSKÝ, M.; SADÍLEK, V.
Original Title
Probabilistic determination of the number of fibers bridging a crack in short fiber reinforced composites
English Title
Type
Peer-reviewed article not indexed in WoS or Scopus
Original Abstract
This paper derives the probabilistic distribution functions for a random number of fibers that intersect a plane in a composite specimen reinforced by short fibers. Fibers placed and oriented randomly in 3D space bridge matrix cracks with a certain inclination angle and embedded length distributions. The distributions are determined for two alternatives: (A) the fibers centers have completely homogeneous distribution inside the specimen volume and (B) the fibers have increased density in the bulk so that no fiber can protrude from the specimen boundaries. Additionally, we derive the joint probability density function of a random embedded length and inclination angle to the normal of the (crack) plane for those fibers that intersect that plane.
English abstract
Keywords
Number of Fibers Bridging, Reinforced Composites
Key words in English
Authors
RIV year
2012
Released
27.07.2011
Location
Praha
ISBN
1801-1217
Periodical
Bulletin of Applied Mechanics
Volume
7
Number
26
State
Czech Republic
Pages from
21
Pages to
25
Pages count
6
BibTex
@article{BUT88450, author="Miroslav {Vořechovský} and Václav {Sadílek}", title="Probabilistic determination of the number of fibers bridging a crack in short fiber reinforced composites", journal="Bulletin of Applied Mechanics", year="2011", volume="7", number="26", pages="21--25", issn="1801-1217" }