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

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

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Results from experimental tests show that more complex structural arrangements often<br />

have more fire resistance than single members. Results from series of tests from<br />

Cardington <strong>and</strong> articles such as O’Connor <strong>and</strong> Martin, (1998) who reported the results<br />

of tests studied by British Steel indicate that unprotected steel frames behave<br />

significantly better than indicated in single member tests.<br />

1.4 NZS 3404:PART 1:1997 SECTION 11:<br />

The New Zeal<strong>and</strong> Steel code, (SNZ, 1997) includes a section devoted to the fire safety<br />

of essential steel elements of a structure. The section includes formulas to estimate the<br />

maximum temperature that an element can reach before it will no longer be able to<br />

carry the design fire load <strong>and</strong> therefore fail, <strong>and</strong> the time until this temperature is<br />

reached. These formulas are based on the member ends being simply supported, so no<br />

redistribution of loads is allowed for. This gives a conservative design of elements as<br />

a lower temperature of the element will result in failure than if the element was ‘built<br />

in’ to a frame with axial restraint <strong>and</strong> moment redistribution possible.<br />

Other design tools for fire included in the section are formulas that estimate the<br />

variation in mechanical properties of steel with temperature. These are the Yield<br />

Stress <strong>and</strong> Modulus of Elasticity of steel, whose variation with temperature dictates the<br />

strength of the steel at a particular temperature<br />

The time until the limiting temperature is reached, the variation of temperature across<br />

the cross section <strong>and</strong> the rate at which the temperature increases, depends on the<br />

element cross section, the perimeter exposed to the fire <strong>and</strong> the protection applied to<br />

the member. This is accounted for in the code equations by a ratio of the heated<br />

perimeter of the member to the cross sectional area of the steel member, known as the<br />

section factor, or H p /A (m -1 ). This value is the inverse of the average thickness of the<br />

steel member so gives an indication to the rate of temperature rise.<br />

In NZS 3404:1997, there are formulas provided for three <strong>and</strong> four sided exposure to<br />

the fire for unprotected members. For protected members the temperature of the<br />

element with time is based on a single experimental test exposed to a st<strong>and</strong>ard fire,<br />

7

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