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Materiale Plastice
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https://doi.org/10.37358/Mat.Plast.1964

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Materiale Plastice (Mater. Plast.), Year 2018, Volume 55, Issue 4, 712-717

https://doi.org/10.37358/MP.18.4.5107

Sorin Draghici, Horia Alexandru Petrescu, Anton Hadar

On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent


Abstract:
Importance and use of composite materials are no longer a subject that should be emphasized. They offer a successful replacement for classical materials in most areas of engineering, conferring similar elastic-mechanical properties to metal or non-metal alloys with several advantages such as reduced mass, chemical resistance etc. Considering this, knowledge of the elastic-mechanical characteristics is of utmost importance. The present article aims to create a finite element model that can predict the longitudinal elastic modulus of a double-layered composite material based on the elastic characteristics of its constituents. For this, the elastic characteristics of the constituents were determined, then used in the finite element analysis thus obtaining the Young’s modulus for the numerical composite material. Also, the longitudinal elastic modulus of the resultant composite was determined experimentally. The results of the finite element model were compared with experimental values.


Keywords:
composites; fiberglass; Young’s modulus; FEM

Issue: 2018 Volume 55, Issue 4
Pages: 712-717
Publication date: 2018/12/30
https://doi.org/10.37358/MP.18.4.5107
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This article is published under the Creative Commons Attribution 4.0 International License
Citation Styles
Cite this article as:
DRAGHICI, S., PETRESCU, H.A., HADAR, A., On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent, Mater. Plast., 55(4), 2018, 712-717.

Vancouver
Draghici S, Petrescu HA, Hadar A. On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent. Mater. Plast.[internet]. 2018 Dec;55(4):712-717. Available from: https://doi.org/10.37358/MP.18.4.5107


APA 6th edition
Draghici, S., Petrescu, H.A. & Hadar, A. (2018). On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent. Materiale Plastice, 55(4), 712-717. https://doi.org/10.37358/MP.18.4.5107


Harvard
Draghici, S., Petrescu, H.A., Hadar, A. (2018). 'On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent', Materiale Plastice, 55(4), pp. 712-717. https://doi.org/10.37358/MP.18.4.5107


IEEE
S. Draghici, H.A. Petrescu, A. Hadar, "On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent". Materiale Plastice, vol. 55, no. 4, pp. 712-717, 2018. [online]. https://doi.org/10.37358/MP.18.4.5107


Text
Sorin Draghici, Horia Alexandru Petrescu, Anton Hadar,
On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent,
Materiale Plastice,
Volume 55, Issue 4,
2018,
Pages 712-717,
ISSN 2668-8220,
https://doi.org/10.37358/MP.18.4.5107.
(https://revmaterialeplastice.ro/Articlegs.asp?ID=5107)
Keywords: composites; fiberglass; Young’s modulus; FEM


RIS
TY - JOUR
T1 - On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent
A1 - Draghici, Sorin
A2 - Petrescu, Horia Alexandru
A3 - Hadar, Anton
JF - Materiale Plastice
JO - Mater. Plast.
PB - Materiale Plastice SRL
SN - 2668-8220
Y1 - 2018
VL - 55
IS - 4
SP - 712
EP - 717
UR - https://doi.org/10.37358/MP.18.4.5107
KW - composites
KW - fiberglass
KW - Young’s modulus
KW - FEM
ER -


BibTex
@article{MatPlast2018P712,
author = {Draghici Sorin and Petrescu Horia Alexandru and Hadar Anton},
title = {On Obtaining the Young Modulus from Numerical Analysis of Composite Material Constituent},
journal = {Materiale Plastice},
volume = {55},
number = {4},
pages = {712-717},
year = {2018},
issn = {2668-8220},
doi = {https://doi.org/10.37358/MP.18.4.5107},
url = {https://revmaterialeplastice.ro/Articlegs.asp?ID=5107}
}
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