ISSN 2594-5327
69° Congresso Anual da ABM - Internacional — vol. 69, num.69 (2014)
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Resumo
This work presents the finite element modeling of Euler-Bernoulli beams constituted of a metallic material, discussing theoretical and numerical aspects. The numerical analysis uses Hermitian interpolation functions and finite elements with two degrees of freedom per node. A numerical simulation will be done for uniform loading considering two kinds beams (steel and aluminum). The paper is organized as follows: introductory comments and numerical simulations to evaluate the static and dynamical behavior of the metallic beams.
This work presents the finite element modeling of Euler-Bernoulli beams constituted of a metallic material, discussing theoretical and numerical aspects. The numerical analysis uses Hermitian interpolation functions and finite elements with two degrees of freedom per node. A numerical simulation will be done for uniform loading considering two kinds beams (steel and aluminum). The paper is organized as follows: introductory comments and numerical simulations to evaluate the static and dynamical behavior of the metallic beams.
Palavras-chave
Structures; Finite element modeling; Euler-Bernoulli beams
Structures; Finite element modeling; Euler-Bernoulli beams
Como citar
Adriana Amaro Diacenco;
Andrey Maxwell;
Andreza Aparecida da Silva.
NUMERICAL MODELING OF AN EULER-BERNOULLI METALLIC BEAM USING THE FINITE ELEMENT METHOD
,
p. 5980-5986.
In: 69° Congresso Anual da ABM - Internacional,
São Paulo - Brasil,
2014.
ISSN: 2594-5327
, DOI 10.5151/1516-392X-24300
