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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Protected steel exposed to the Eurocode parametric fire gives similar results to the<br />
results found from the comparisons with beams exposed to the st<strong>and</strong>ard ISO 834<br />
fire. The results from the spreadsheet give higher temperatures than the results<br />
from the SAFIR programme as with the results with the ISO fire. The curve with<br />
results from the spreadsheet method allows for the heat capacity of the insulation<br />
due to the properties of the insulation being classed ‘heavy’.<br />
This Eurocode parametric fire has a ventilation factor of 0.08, a fuel load of 800<br />
MJ/m 2 , <strong>and</strong> a thermal inertia of the wall linings of 1160 Ws 1/2 /m 2 K <strong>and</strong> is the<br />
‘middle’ fire of those used in this report. The beam is the medium weight beam<br />
used throughout this report <strong>and</strong> sized as BHP 310 UB 40.4.<br />
Figures 6.2 a, the spreadsheet curve <strong>and</strong> SAFIR curve follow the same path until<br />
the temperature reaches about 650 °C, at a time of about 45 minutes. The<br />
spreadsheet then gives lower temperatures than the SAFIR programme. The lower<br />
temperatures from SAFIR after the steel reaches a temperature of 650 °C is due to<br />
the higher specific heat of steel which is taken into account by SAFIR but not in<br />
the spreadsheet method. The slower decrease in temperature in the decay stage of<br />
the fire is due to the same effect.<br />
The temperature difference between the two methods is more pronounced in<br />
protected steel than unprotected steel due to the time period that the steel is in the<br />
650 – 800 °C temperature range. Since the steel is heating up at a slower rate with<br />
protected steel than with unprotected steel, the time that the steel is in this<br />
temperature range is longer <strong>and</strong> the results from the spreadsheet method deviate<br />
further from the SAFIR temperatures in these situations.<br />
The results from the spreadsheet turn out to be quite conservative because it<br />
estimates higher temperatures due to this effect <strong>and</strong> the maximum temperature<br />
reached in the beam from the spreadsheet method is 901 °C while the maximum<br />
temperature found from SAFIR is 800 °C. The difference of slightly more than<br />
100 °C, means the spreadsheet has a maximum temperature of 12.5 % more than<br />
that found from using the SAFIR simulation.<br />
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