2013
DOI: 10.1201/b16059
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Fire Safety Engineering Design of Structures

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Cited by 71 publications
(36 citation statements)
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“…The effect of not including transient creep strain in a full stress-strain model can be shown to produce erroneous unsafe results for the behavior of columns heated in three sides, thus inducing a thermal moment, in fire [9], although the effect may be exacerbated due to the coexistence of thermal and moment gradient. However, the necessity of taking transient creep into account by an explicit term in the strain decomposition has been questioned [10] because the current Eurocode 2 model, which is an implicit model, has proved for many years to yield quite satisfactory results when modelling experimental tests made on concrete structural elements in fire.…”
Section: Transient Creep Strainmentioning
confidence: 97%
“…The effect of not including transient creep strain in a full stress-strain model can be shown to produce erroneous unsafe results for the behavior of columns heated in three sides, thus inducing a thermal moment, in fire [9], although the effect may be exacerbated due to the coexistence of thermal and moment gradient. However, the necessity of taking transient creep into account by an explicit term in the strain decomposition has been questioned [10] because the current Eurocode 2 model, which is an implicit model, has proved for many years to yield quite satisfactory results when modelling experimental tests made on concrete structural elements in fire.…”
Section: Transient Creep Strainmentioning
confidence: 97%
“…The similar fire tests undertaken in different countries may have significant variations in fire resistance rating [23]. Therefore, specimen 1 was used to compare with other specimens with similar configurations from literature [4,12,14].…”
Section: Comparison Of Fire Resistance Time With Other Existing Similmentioning
confidence: 99%
“…Heat fluxes flow to the bottom and two side surfaces of RC beams and exchange heat with them through convection and radiation, whereas heat transmission occurs within concrete through conduction. The time-dependent temperature distribution in an RC beam is described by Fourier's differential equation for heat conduction (Purkiss 2007): (16) where k, ρ and c denote the temperature-dependent thermal conductivity, density and specific heat capacity, respectively; Q is the rate of heat generated internally per unit volume; and t is the time variable. For heat transfer analysis of an RC beam exposed to fire, internal heat generation is inactive (i.e., Q = 0) (fib 2007).…”
Section: Fe Analysismentioning
confidence: 99%