FIRE DESIGN OF STEEL MEMBERS - Civil and Natural Resources ...
FIRE DESIGN OF STEEL MEMBERS - Civil and Natural Resources ...
FIRE DESIGN OF STEEL MEMBERS - Civil and Natural Resources ...
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To determine the performance of a steel member, analysis can be made of a single<br />
member, or of the structure as a whole, or more complex member arrangement<br />
with the use of a finite element computer package. This section details the design<br />
method of evaluating single members according to Eurocode 3. This analysis<br />
method may be used for single, simply supported members exposed to elevated<br />
temperatures.<br />
General:<br />
As stated earlier for global analysis, the load bearing function of a steel member<br />
shall also be assumed to be adequate if:<br />
E<br />
fi, d<br />
≤ R<br />
fi,<br />
d , t<br />
The design resistance<br />
R<br />
fi d , t<br />
,<br />
at time t shall be determined for the temperature<br />
distribution in the cross section by modifying the design resistance for normal<br />
temperature design to take account of the mechanical properties of steel at elevated<br />
temperatures. The design force may be axial force, bending moment or shear force<br />
either separately or in combination.<br />
Tension members:<br />
For tension members with uniform temperature distribution across the cross<br />
section, the design resistance N f is given by:<br />
N<br />
f<br />
Af<br />
yk<br />
y,<br />
T<br />
= 7.4<br />
where A is the area of the cross section, f y is the yield strength at time t = 0, <strong>and</strong> k y,t<br />
is the reduction factor for yield strength at temperature, T.<br />
If there is a non-uniform temperature distribution, the design resistance N f may be<br />
determined from:<br />
N<br />
f<br />
<br />
i =1, n<br />
Ai<br />
k<br />
y,<br />
T , i<br />
= f<br />
7.5<br />
y<br />
Where A i is the elemental area of the cross section, k y,T,i is the reduction factor for<br />
yield strength at temperature T of the element.<br />
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