DOI: 10.11606/d.3.2012.tde-09022013-135226
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Dimensionamento de vigas de concreto armado em situação de incêndio.

Abstract: criaram-se gráficos que associam o parâmetro µ, relação entre o momento fletor solicitante em situação de incêndio e o momento fletor resistente à temperatura ambiente, ao tempo de resistência ao fogo (TRF), para cada situação de interesse. Esses gráficos, que envolvem tanto armaduras positivas quanto negativas, também permitem levar em conta a redistribuição de momentos, o que conduzirá à otimização na solução encontrada. Nos exemplos de aplicação realizados, os resultados obtidos a partir do método gráfico s… Show more

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Cited by 5 publications
(8 citation statements)
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“…The redistribution of moments in fire conditions was admitted for beams B2. This redistribution reduced moment in the span by 25% and was recalculated based on Equation 6, typifying the criterion practiced by [20]. It was also used at room temperature, although with different safety factors, where "l" is the span of the beam, and are the negative and positive bending moments of calculation redistributed in fire conditions, and p d,fi is the value of the uniformly distributed load in fire conditions.…”
Section: B) Simplified Methodsmentioning
confidence: 99%
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“…The redistribution of moments in fire conditions was admitted for beams B2. This redistribution reduced moment in the span by 25% and was recalculated based on Equation 6, typifying the criterion practiced by [20]. It was also used at room temperature, although with different safety factors, where "l" is the span of the beam, and are the negative and positive bending moments of calculation redistributed in fire conditions, and p d,fi is the value of the uniformly distributed load in fire conditions.…”
Section: B) Simplified Methodsmentioning
confidence: 99%
“…The effect is triggered by mechanical degradation of the piece's heated area. The higher heating of the beam's bottom half, directly exposed to the burning environment, in conjunction with the lower heating of the other half, thermally protected along the intersection with the slab, makes the mechanical properties of the less heated part undergo transformations milder than the others [8]. Such fact promotes an uneven redistribution of stresses in the section of the beam, which starts to present different tensile strengths in the multiple layers that compose it.…”
Section: Introductionmentioning
confidence: 99%
“…The stress-strain diagram of the concrete at high temperatures is obtained by the third-order Popovics equation indicated by ABNT NBR 15200:2012 [36] and by EN 1992-1-2:2004 [29], according to Equation (15).…”
Section: -Concretementioning
confidence: 99%
“…Alternatively to the diagram proposed by ABNT NBR 15200:2012 [36], according to previous studies conducted by Albuquerque et al [15] and Moreira et al [17] with satisfactory results, it can be used the parabola-rectangle diagram of ABNT NBR 6118:2014 [35], considering the strength of concrete adapted to high temperatures, as follows: (16) in which ε c2 is the specific compressive strain of the concrete at reaching the maximum strength, and ε cu is the ultimate compressive strain (rupture), both indicated in Table 1.…”
Section: -Concretementioning
confidence: 99%
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