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FIRE DESIGN OF STEEL MEMBERS - Civil and Natural Resources ...

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8 CONCLUSIONS AND RECOMMENDATIONS:<br />

8.1 UNPROTECTED <strong>STEEL</strong> <strong>MEMBERS</strong>:<br />

The temperature of unprotected steel members with time can be estimated using a<br />

variety of methods as shown in Section 4. The results of this section show that:<br />

1. The equations recommended by ECCS (1985) provide a better timetemperature<br />

relationship that the equations found presently in NZS 3404;<br />

2. The temperature limitations of the equations recommended by ECCS (1985)<br />

can be extended to 800 °C, <strong>and</strong> linear interpolation applied for temperatures<br />

below 400 °C to increase the use of these equations;<br />

3. The lumped mass time step methods give accurate results when the calculated<br />

temperatures are compared to finite element computer models;<br />

4. When evaluating the behaviour of a member exposed to fire on three sides, the<br />

maximum temperature in the web <strong>and</strong> lower flange is the same as with four<br />

sided protection<br />

8.2 PROTECTED <strong>STEEL</strong> <strong>MEMBERS</strong>:<br />

The results of analyses of protected steel members in Section 5 show that:<br />

1. The ECCS (1985) equations give a good estimation of the time temperature<br />

relationship for protected steel when compared to the spreadsheet method <strong>and</strong><br />

SAFIR.<br />

2. The temperature limitations of the equations recommended by ECCS (1985)<br />

can be extended to 800 °C, <strong>and</strong> linear interpolation used for temperatures<br />

below 400 °C.<br />

3. The lumped mass time step method gives temperatures that are close to those<br />

found from SAFIR simulations.<br />

143

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