Mechanical Response of Thin Composite Beams Made of Functionally Graded Material Using Finite Element Method

Authors

  • Khaled Boumezbeur
    Affiliation

    Laboratory of Materials and Durability of Constructions, Frères Mentouri University, Constantine, 25000, Algeria

  • Mourad Khebizi
    Affiliation

    Laboratory of Materials and Durability of Constructions, Frères Mentouri University, Constantine, 25000, Algeria

  • Mohamed Guenfoud
    Affiliation

    Civil Engineering and Hydraulic Laboratory, University of 8 Mai 1945, P.B. 401, Guelma, 24000, Algeria

  • Ilies Guendouz
    Affiliation

    Civil Engineering and Hydraulic Laboratory, University of 8 Mai 1945, P.B. 401, Guelma, 24000, Algeria

     

https://doi.org/10.3311/PPci.21909

Abstract

Functionally Graded Material (FGM) is a new generation of composite materials, it can be used for different engineering fields according to the loading environment, but the study of its mechanical behavior requires sophisticated numerical and analytical models. Several investigations in these models are available in the literature, however, most of those investigations are based on simplifying assumptions. In this paper, we present a three-dimensional finite element modeling of functionally graded material (FGM) beams subjected to static loading. Material properties are assumed to vary continuously along the beam thickness according to the power-law distribution with linear elastic behavior. The FGM beams are discretized by hexahedral finite elements type C3D20R (continuum stress/displacement, three-dimensional 20-node, reduced integration). We studied several numerical examples of FGM beams and compare the obtained numerical results with those of analytical models in the literature.

Keywords:

FGM beams, modeling, finite element method, bending behavior, static loading

Citation data from Crossref and Scopus

Published Online

2023-09-07

How to Cite

Boumezbeur, K., Khebizi, M., Guenfoud, M., Guendouz, I. “Mechanical Response of Thin Composite Beams Made of Functionally Graded Material Using Finite Element Method”, Periodica Polytechnica Civil Engineering, 67(4), pp. 970–982, 2023. https://doi.org/10.3311/PPci.21909

Issue

Section

Research Article