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MEP-HA Cartable-0109 - Hambro

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DESIGN PRINCIPLES AND CALCULATIONS - WEB DESIGN<br />

VERTICAL SHEAR (WEB DESIGN)<br />

The vertical shear forces are assumed to be carried entirely by<br />

the web member, forces being calculated using the conventional<br />

pin jointed truss analysis method. These assumptions<br />

result in calculated bar forces which have been shown by tests<br />

to be as much as 15% higher than the actual values because<br />

the slab, acting compositely with section, is stiff enough to<br />

transmit some load directly to the support. This is particularly<br />

true of web members at the joist ends - those which are<br />

subjected to the highest vertical shear.<br />

R<br />

P1 t<br />

NOTE: W 3 for longer span.<br />

(Clear span - 1/2”)<br />

EFFECTIVE LENGTH<br />

OF COMPRESSION DIAGONAL<br />

With the web member forces calculated as below, the bar<br />

sections are sized to prevent failure in either axial tension or<br />

axial compression using conventional working stress design<br />

procedures. As per AISC specifications fig. 7 is used as a<br />

reference in determining the effective length, k l , of the<br />

compression diagonals.<br />

It is important to note that the web members are sized for the<br />

specified load capacity including concentrated loads where<br />

applicable. Furthermore, the webs are designed according to<br />

the latest requirements of the Steel Joist Institute.<br />

P P P P<br />

W 1 W 2 W 3 W 3<br />

P1 b<br />

P2 b<br />

W C<br />

P P P<br />

Fig. 7<br />

D500 TM and MD2000 ® Geometry<br />

WEB GEOMETRY (in.)<br />

“n” Continuous panels<br />

NOM. DEPTH “d” P1 t P1 b P2 b P<br />

8, 10 6 @ 12 6 @ 16 12 20<br />

12 10 @ 16 10 @ 21 16 24<br />

14, 16 15 @ 24 15 @ 32 20 24<br />

18, 20, 22, 24 19 @ 24 19 @ 32 24 24<br />

W C<br />

d<br />

9

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