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Aluminium Design and Construction John Dwight

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Figure 11.3 Interaction diagram for combined shear <strong>and</strong> tension on a fastener.<br />

11.1.8 Interaction of shear <strong>and</strong> tension<br />

When a bolt has to transmit simultaneous shear <strong>and</strong> tension, one has to<br />

consider possible interaction of the two effects. The check for failure of<br />

the bolt may be made by using the data plotted in Figure 11.3 in which:<br />

P – s , P– t =shear <strong>and</strong> tensile components of force transmitted by any<br />

one bolt when factored loading acts on the structure;<br />

P – cs, P– ct =calculated resistances to bolt shear failure <strong>and</strong> bolt tension<br />

failure on their own, per bolt;<br />

� m =material factor.<br />

The suggested rule, using straight lines, is near enough to the BS.8118<br />

rule, the curve of which is also shown in Figure 11.3. It is more convenient<br />

than the latter, in that a designer does not have to bother with an<br />

interaction calculation when P – s or P– t is small.<br />

The check for bearing failure of the ply is performed in the usual<br />

way with the bolt tension ignored.<br />

11.1.9 Comparisons<br />

Our suggested limiting stresses for a selection of materials are given in<br />

Tables 11.1 (fastener material) <strong>and</strong> 5.4 (plate material). These values,<br />

which are based on the expressions in Sections 11.1.4 <strong>and</strong> 11.1.7, differ<br />

from those in BS.8118. The reason for not following the British St<strong>and</strong>ard<br />

is that the stress values it employs seem inconsistent, <strong>and</strong> sometimes<br />

rather low when compared with other codes. Table 11.3 compares the<br />

various expressions used in the two treatments, while Table 11.4 lists<br />

some actual stress values calculated for typical materials. The following<br />

points affect these comparisons:<br />

Copyright 1999 by Taylor & Francis Group. All Rights Reserved.

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