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Aluminium Design and Construction John Dwight

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Figure 9.6 Monosymmetric section. Interaction between pure flexural buckling about ss<br />

<strong>and</strong> pure torsional buckling about S.<br />

Figure 9.7 Typical ‘type-R’ sections, composed of radiating outst<strong>and</strong>s.<br />

Figure 9.6, <strong>and</strong> leading to a reduced failure load. Strictly speaking,<br />

interaction between torsional <strong>and</strong> column buckling can occur very slightly<br />

even with thick members. But the effect only becomes significant when<br />

the section is thin.<br />

9.6.3 ‘Type-R’ sections<br />

In dealing with torsional buckling it is important to distinguish between<br />

‘type-R’ sections <strong>and</strong> all others. A type-R section is one that consists<br />

entirely of radiating outst<strong>and</strong>s, such as angles, tees <strong>and</strong> cruciforms (Figure<br />

9.7). For such members, each component element is simply supported<br />

along the common junction, or nearly so. When such an element suffers<br />

local buckling, it typically does so in one sweep occupying the whole<br />

length of the member (Figure 9.8), <strong>and</strong> not in a localized buckle as for<br />

other thin-walled shapes. This is essentially a torsional mode of<br />

deformation, In thin type-R sections, therefore, local buckling <strong>and</strong> torsional<br />

buckling amount to much the same thing.<br />

In design, it is convenient to treat the buckling of type-R struts in<br />

terms of torsion, rather than local buckling. By so doing, one is able to<br />

take advantage of the rotational restraint that the outst<strong>and</strong>s may receive<br />

from the fillet material at the root. Double-angle (back-to-back) struts<br />

can also be regarded as effectively type-R.<br />

9.6.4 Sections exempt from torsional buckling<br />

Torsional buckling is never critical for a strut with any of the sections<br />

listed below, <strong>and</strong> need not be checked:<br />

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

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