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Steel Designers Manual - TheBestFriend.org

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This material is copyright - all rights reserved. Reproduced under licence from The <strong>Steel</strong> Construction Institute on 12/2/2007<br />

To buy a hardcopy version of this document call 01344 872775 or go to http://shop.steelbiz.<strong>org</strong>/<br />

<strong>Steel</strong> <strong>Designers</strong>' <strong>Manual</strong> - 6th Edition (2003)<br />

Bearing piles 875<br />

friction and the ultimate base resistance capacities to be developed. Commonly, load<br />

transfer curves are produced, which are plots of load resistance versus vertical movement<br />

of the pile head for displacements ranging from zero to the ultimate limit or<br />

to a permissible maximum value (e.g. 40 mm). These plots include mobilized<br />

soil–pile shear transfer versus local pile movement and mobilized base resistance<br />

versus tip movement.<br />

Axial load transfer curves for clays and sands have been obtained from full-scale<br />

research static pile load tests. These pile tests monitor both the load and strain at a<br />

number of positions along the pile.Tests that have been performed on clays and fine<br />

granular soils show the general behaviour (see Fig. 29.7).<br />

It is found that, at any position along the pile, full shaft friction resistance is not<br />

developed until the pile has moved axially (relative displacement between pile and<br />

soil) to a magnitude in the range 7–10 mm. Once this movement is reached no<br />

further additional wall friction resistance develops, and apart from any small reduction<br />

in peak value of wall friction (due possibly to strain softening), the curve tends<br />

to a nearly constant resistance. This constant resistance value can be assumed to be<br />

the ultimate unit shaft friction of the soil at any level.<br />

The behaviour of a pile in clay in base resistance is also shown in Fig. 29.7. It is<br />

seen from the base resistance load versus pile tip deflection (equal to pile head<br />

movement) curve that a greater pile tip deflection is required to achieve the ultimate<br />

base resistance capacity than is required to develop the shaft friction capacity,<br />

i.e. in excess of 40 mm.<br />

The mobilization of the total axial resistance with increasing displacement for a<br />

pile is obtained from the summation of the mobilized shaft friction resistance and<br />

the mobilized base resistance (see Fig. 29.7).<br />

R c = R s + R b<br />

R s<br />

Axial<br />

resistance<br />

R b<br />

Fig. 29.7 Axial load transfer curves for soils<br />

Total resistance<br />

Shaft friction resistance<br />

Base resistance<br />

10 20 30 40<br />

Axial displacement (mm)

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