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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Thermal conductivity, k i = 0.19 W/m K<br />
Density, ρ i = 775 kg/m 3<br />
Thickness, d i = 0.02 m<br />
5.6.1 Results from a Simulation with the SAFIR Programme:<br />
When analysing the unprotected steel sections with a concrete slab on the top<br />
flange, the wizard pre processor was used to set up the data <strong>and</strong> structural files<br />
required by SAFIR for the simulation. However, difficulties were experienced<br />
when this was attempted with protected steel. To overcome this problem <strong>and</strong><br />
attempt to model the effect of having a concrete slab supported by the steel beam,<br />
the pre processor by John Mason was used. This pre-processor does not have the<br />
option of having a slab on top of the beam, but by protecting the beam with spray<br />
on protection on four sides, <strong>and</strong> then changing the properties of the protection to<br />
those of concrete for the elements on the top face of the beam, a concrete slab can<br />
be modelled.<br />
The problems with this method is that the thickness of the concrete slab is 20 mm<br />
rather than 150 mm, <strong>and</strong> the width of the concrete slab only extrudes to the edge of<br />
the insulation, or 20 mm further on either side of the width of the beam. Making<br />
the assumption that this models the effect of a concrete slab is conservative as<br />
using a thicker slab that extrudes further from the faces than shown here will give<br />
lower temperatures than those found using this method.<br />
Figure 5.11 shows the layout of the protected steel beam as inserted into SAFIR,<br />
<strong>and</strong> the resulting contour lines of temperature after 10 minutes of exposure to the<br />
ISO 834 fire.<br />
In Figure 5.11, the contour lines can be seen to follow the perimeter of the beam<br />
through the insulation, but not through the concrete slab. This is because there is<br />
no fire exposed to the outer face of the concrete slab. The temperature of the slab<br />
increases due to conduction from the steel, but the temperature of the concrete is<br />
much lower than that of the insulation <strong>and</strong> the steel. The temperature of the<br />
coolest contour line is 84 °C but this is at the steel-insulation interface. It can be<br />
seen from Figure 5.11 that this contour does not extend around to the concrete-<br />
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