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Encontramos diversas situações em Engenharia em que as peças estão solicitadas simultaneamente pela ação de momentos fletores e esforços normais. •
A esse tipo de solicitação denominamos flexão composta.
Note que a pergunta já indica uma das solicitações (flexão - momento fletor)
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Gabarito: B
FLEXÃO COMPOSTA: ocorre o esforço de flexão composta quando a resultante das tensões normais pode ser decomposta em uma força normal e momentos fletores (ação de flexão).
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Flexão composta: é caracterizada pela combinação do momento fletor e da força normal na seção transversal.
Flexão simples: é normalmente resultante da ação de carregamentos transversais que tendem a curvar o corpo.
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Flexão Simples: Ação de uma cortante resultando em um momento fletor, curvatura. (N=0, Q≠0, M≠0)
Flexão Composta: Ação de uma força obliqua à superfície da estrutura, gerando uma componente normal e outra cortante, resultando em um momento fletor e uma força axial, curvatura+tração/compressão (N≠0, Q≠0, M≠0)
Flexão Pura: Ação apenas de momentos fletores puros na peça analisada, ou seja, a peça possui diagrama de normais e cortantes nulos, e de momentos fletores diferente de zero. (N=0, Q=0, M≠0)
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Aí está um exemplo de flexão normal composta: Imagine uma viga de madeira servindo de suporte a um tablado em uma estrurura sobre um rio (uma ponte). Se o terreno comprimir essa viga ela estará sob flexão simples+compressão do terreno - força normal de compressão - resultando em uma flexão normal composta.
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A flexão composta é a atuação simultânea do momento fletor e do esforço normal que resulta em tensões normais na peça.
A flexão composta divide-se em: flexão composta simples e flexão composta oblíqua.
Na flexão composta simples, há, além do esforço normal (N), a ocorrência de um momento fletor (M) na peça. Este é o caso clássico dos pilares de extremidade ou de borda (ver figura).
![](http://qcon-assets-production.s3.amazonaws.com/images/gabarito_comentado/882127/pilar1.PNG)
Na flexão composta oblíqua, há, além do esforço normal, a ocorrência de dois momentos fletores em duas direções na peça. Este é o caso clássico dos pilares de canto (ver figura).
![](data:image/png;base64,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)
Gabarito do Professor: Alternativa B.
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Resumindo:
Flexão Pura : Momento Fletor
Flexão Simples: Momento Fletor + Cortante
Flexão Composta: Momento fletor + Força Normal