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Pile Design and Construction Practice, Fifth edition

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Resistance of piles to compressive loads 219<br />

used the depth H over which the upper-bound force is assumed to act is critical. If the depth<br />

is over-estimated application of the action factor A1 of 1.35 in Table 4.20 will further<br />

exaggerate the drag-down force.<br />

Frank et al. (1.5) give a worked example to compare the application of the three design<br />

approaches in EC7 to the case of a single pile carrying a compression load at the pile<br />

head (structural action) <strong>and</strong> a drag-down force on the shaft (geotechnical action). The<br />

magnitude <strong>and</strong> depth to the neutral point of the latter action were determined by an<br />

interaction analysis. The partial factors applied to the actions <strong>and</strong> ground resistance are<br />

shown in Table 4.20.<br />

M2 is applied as an action factor <strong>and</strong> noted in the table because the drag-down is usually<br />

calculated by effective stress analysis using a constant, for example, � in equation 4.50,<br />

which is not directly related to the angle of shearing resistance of the soil.<br />

The use of Method (a) requires, as a first step, a settlement analysis to determine the<br />

settlement of the fill <strong>and</strong> underlying compressible soil. Clause 7.3.2.2(5)P requires the<br />

design value of the ground in a settlement analysis to take account of the weight densities<br />

of the material. However, the partial factors for M1 <strong>and</strong> M2 sets in Table A4 of EC7 Annex A<br />

are unity (see Table 4.2 in Section 4.1.4 of this book).<br />

When calculating drag-down on the shafts of uncased bored <strong>and</strong> cast-in-place piles, the<br />

possibility of enlargement of the pile cross-section due to overbreak should be considered<br />

as well as ‘waisting’ in the supporting soil layer. Clause 2.3.4.2 of EN 1992–1:2004(EC2)<br />

does not consider the possibility of enlargement, but Table 4.9 in Section 4.1.4 can be used<br />

as a guide to the required tolerance on pile diameter.<br />

EC7 points out that drag-down <strong>and</strong> transient loading need not usually be considered to act<br />

simultaneously in load combinations.<br />

4.8.3 Minimizing negative skin friction<br />

The effects of drag-down can be minimized by employing slender piles (e.g. H-sections or<br />

precast concrete piles), but more positive measures may be desirable to reduce the magnitude<br />

of the drag-down forces. In the case of bored piles this can be done by placing in-situ<br />

concrete only in the lower part of the pile within the bearing stratum <strong>and</strong> using a precast<br />

concrete element surrounded by a bentonite slurry within the fill. Negative skin friction<br />

forces on precast concrete or steel tubular piles can be reduced by coating the portion of the<br />

shaft within the fill with soft bitumen.<br />

Table 4.20 Partial factor sets for a pile axially loaded at the head <strong>and</strong> subjected<br />

to drag-down on the shaft<br />

<strong>Design</strong> approach Structural Geotechnical action Resistance to<br />

action Shear strength<br />

parameter<br />

Load compression<br />

DA1, combination1 A1 (1.35) M1 (1.0) A1 (1.35) R1 (1.0)<br />

DA1, combination 2 A2 (1.0) M2 (1.25) a A2 (1.0) R4 (1.3)<br />

Note<br />

a Applied as partial action factor.

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