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Building Design and Construction Handbook - Merritt - Ventech!

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7.100 SECTION SEVEN<br />

axis equals the sum of the tensile forces on the fasteners above the axis. Then, with<br />

these assumptions, the tensile force on the fastener farthest from the neutral axis is<br />

where d � distance of each fastener from the neutral axis<br />

d max � distance from neutral axis of farthest fastener<br />

A � nominal area of each fastener<br />

dmaxPl2 ƒt � (7.80)<br />

2 �Ad<br />

The maximum resultant stresses ƒ t <strong>and</strong> ƒ v � P/n are then plotted as an ellipse<br />

<strong>and</strong> R is determined graphically. The allowable stress is given as the tensile stress<br />

F t as a function of the computer shear stress ƒ v. (In Tables 7.24 <strong>and</strong> 7.26, allowable<br />

stresses are given for the ellipse approximated by three straight lines.)<br />

Note that the tensile stress of the applied load is not additive to the internal<br />

tension (pretension) generated in the fastener on installation. On the other h<strong>and</strong>,<br />

the AISC Specification does require the addition to the applied load of tensile<br />

stresses resulting from prying action, depending on the relative stiffness of fasteners<br />

<strong>and</strong> connection material. Prying force Q (Fig. 7.42b) may vary from negligible to<br />

a substantial part of the total tension in the fastener. A method for computing this<br />

force is given in the AISC Manual.<br />

The old method for checking the bending strength of connection material ignored<br />

the effect of prying action. It simply assumed bending moment equal to P/n times<br />

e (Fig. 7.42). This procedure may be used for noncritical applications.<br />

7.33 SLIP-CRITICAL BOLTED CONNECTIONS<br />

<strong>Design</strong> of this type of connection assumes that the fastener, under high initial<br />

tensioning, develops frictional resistance between the connected parts, preventing<br />

slippage despite external load. Properly installed A307 bolts provide some friction,<br />

but since it is not dependable it is ignored. High-strength steel bolts tightened nearly<br />

to their yield strengths, however, develop substantial, reliable friction. No slippage<br />

will occur at design loads if the contact surfaces are clean <strong>and</strong> free of paint or have<br />

only scored galvanized coatings, inorganic zinc-rich paint, or metallized zinc or<br />

aluminum coatings.<br />

The AISC ‘‘Specification for Structural Steel for <strong>Building</strong>s,’’ ASD <strong>and</strong> LRFD,<br />

lists allowable shear for high-strength bolts in slip-critical connections. Though<br />

there actually is not shear on the bolt shank, the shear concept is convenient for<br />

measuring bolt capacity.<br />

Since most joints in building construction can tolerate tiny slippage, bearingtype<br />

joints, which are allowed much higher shears for the same high-strength bolts<br />

when the threads are not in shear planes, may, for reasons of economy, lessen the<br />

use of slip-critical joints.<br />

The capacity of a slip-critical connection does not depend on the bearing of the<br />

bolts against the sides of their holes. Hence, general specification requirements for<br />

protection against high bearing stresses or bending in the bolts may be ignored.<br />

If the fasteners B in Fig. 7.41b are in a slip-critical connection, the bolts above<br />

the neutral axis will lose part of their clamping force; but this is offset by a compressive<br />

force below the neutral axis. Consequently, there is no overall loss in<br />

frictional resistance to slippage.

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