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Aluminium Design and Construction John Dwight

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Figure 8.23 Sections covered in Table 8.1.<br />

1. Conventional I <strong>and</strong> channel sections<br />

For the sections covered by Figure 8.23 an acceptable estimate of � can<br />

be found using the following formula:<br />

where: D=depth of section,<br />

T=flange thickness=t for sections LI <strong>and</strong> LC,<br />

y =l/ry �<br />

l=effective buckling length of compression flange,<br />

ry =radius of gyration about minor axis for gross section.<br />

(8.32)<br />

The two coefficients may be safely taken as X=1.0 <strong>and</strong> Y=0.05.<br />

Alternatively, they can be calculated from the empirical formulae given<br />

in Table 8.1, leading to a better estimate for �. Note that these formulae<br />

become unreliable when used outside the ranges indicated.<br />

2. Other sections<br />

For � these should be found from the general expression:<br />

(8.33)<br />

where M cr =elastic critical moment, S=plastic modulus of the gross section,<br />

<strong>and</strong> E=modulus of elasticity=70 kN/mm 2 .<br />

M cr is the elastically calculated value of uniform moment at which<br />

LT buckling would occur in the bay considered, in the absence of any<br />

imperfections such as initial crookedness, HAZ softening, locked-in stress,<br />

etc. For symmetrical sections (Figure 8.24), M cr may be calculated from<br />

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

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