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Steel Designers Manual - TheBestFriend.org

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This material is copyright - all rights reserved. Reproduced under licence from The <strong>Steel</strong> Construction Institute on 12/2/2007<br />

To buy a hardcopy version of this document call 01344 872775 or go to http://shop.steelbiz.<strong>org</strong>/<br />

<strong>Steel</strong> <strong>Designers</strong>' <strong>Manual</strong> - 6th Edition (2003)<br />

Mode 3 Bolt failure<br />

The potential resistance of the bolts in the tension zone is give by the following<br />

expression:<br />

Pr =SPt<br />

In each of the above modes no specific mention is made of prying action nor are<br />

any equations given to calculate its value. This is because prying action is implicit<br />

in the expressions for the calculation of the effective length Leff.The principal author<br />

of this method, Zoetemijer, addresses the problem of prying action in a background<br />

publication. 12 In this publication Zoetemijer develops the following three expressions<br />

for the equivalent effective length of an unstiffened column flange taking into<br />

account different levels of prying action:<br />

For prying force = 0.0 Leff = (p + 5.5m + 4n)<br />

For maximum prying force Leff = (p + 4m)<br />

For an intermediate value Leff = (p + 4m + 1.25n)<br />

where p is the bolt pitch<br />

Zoetemijer explains that the first expression has an inadequate margin of safety<br />

against bolt failure while the margin of safety in the second is too high. He therefore<br />

suggests using the third equation, which allows for approximately 33% prying<br />

action. This approach simplifies the calculations by omitting complicated expressions<br />

for determining prying action.<br />

BS 5950: Part 1 allows two approaches for calculating the tension capacity of a<br />

bolt in the presence of prying forces. The simple method given in clause 6.3.4.2<br />

places certain restrictions on the centre-to-centre bolt spacing and on the capacity<br />

of the connected part to reduce prying action. A reduced bolt capacity is also used<br />

by including a 0.8 factor in the expression for calculating the nominal tension capacity<br />

(pnom) of the bolt. One advantage of this approach is that it obviates the need to<br />

calculate prying forces directly. In the more exact approach given in clause 6.3.4.3<br />

bolt tension capacities (pt) are allowed provided the connection is not subject to<br />

prying action or the prying forces are included in the design method. As explained<br />

above the design method described here allows for prying action without the need<br />

to calculate prying forces directly and therefore the enhanced bolt capacities of the<br />

more exact method can be used.<br />

Beam web/column web in tension<br />

The resistance of either an unstiffened beam or column web in tension, Pt, at each<br />

row or group of bolt rows is given by the following expression:<br />

Pt = Lt ¥ tw ¥ py<br />

Moment connections 761<br />

where Lt is the effective length of web assuming a maximum spread at 60° from the<br />

bolts to the centre of the web

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