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Pile Design and Construction Practice, Fifth edition

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Resistance of piles to compressive loads 143<br />

<strong>and</strong> clays, has shown that if safety factor of 2.5 is taken on the ultimate resistance then the<br />

settlement of the pile head at the allowable load is unlikely to exceed 10 mm. For piles of<br />

diameters up to about 1000 mm, failure or ultimate loads as determined by loading tests are<br />

usually assumed to be the loads causing a pile head settlement of 10% of the diameter.<br />

When using permissible stress methods for piles in groups it is accepted that a structure<br />

can suffer excessive distortion caused by group settlement long before an individual pile in<br />

the group has failed in bearing resistance. Hence a separate calculation is made of group<br />

settlement based on a realistic assessment of dead load <strong>and</strong> the most favourable or<br />

unfavourable combinations of imposed loading, using unfactored values of the compressibility<br />

of the ground in the zone influenced by the group loading (see Chapter 5).<br />

Where piles are end bearing on a strong intact rock the concept of a safety factor against<br />

ultimate failure does not apply, since it is likely that the pile itself will fail as a structural<br />

unit before shearing failure of the rock beneath the pile toe occurs. The allowable loads are<br />

then governed by the safe working stress in compression <strong>and</strong> bending on the pile shaft (or<br />

the Eurocode regulations for the characteristic strength of the pile divided by the appropriate<br />

material factor) <strong>and</strong> the settlement of the pile due to elastic deformation <strong>and</strong> creep in the<br />

rock beneath the base of the pile, together with the elastic compression of the pile shaft.<br />

4.1.4 Determining allowable loads in compression using the<br />

procedure in the Eurocode British St<strong>and</strong>ard EN 1997-1:2004<br />

This account of the procedure adopted in the above Eurocode (referred to in this <strong>and</strong><br />

following chapters as Eurocode 7 or EC7) (1.2) is only a brief review of a lengthy document<br />

containing many provisos, exceptions, <strong>and</strong> cross-references to other Eurocodes. The background<br />

to the scope <strong>and</strong> purpose of EC7 is outlined in Chapter 1. If the engineer proposes<br />

to undertake the design of a foundation complying in all respects with the code requirements<br />

it is essential for the whole document to be studied together with the other relevant codes<br />

including BS EN 1990 (1.3) <strong>and</strong> 1992 (1.4) . The commentary by Frank et al. (1.5) is also helpful<br />

to a thorough underst<strong>and</strong>ing of the code. The main purpose of this section is to describe the<br />

use of partial factors <strong>and</strong> the associated ‘design approach’ for determining allowable pile<br />

loads (referred to in EC7). EC7 requires a structure, including the foundations, not to fail to<br />

satisfy its design performance criteria because of exceeding various limit states. The<br />

ultimate limit state can occur under the following conditions:<br />

(a) Loss of equilibrium of the structure <strong>and</strong> the ground considered as a rigid body in which<br />

the strengths of the structural materials <strong>and</strong> the ground are insignificant in providing<br />

resistance (State EQU)<br />

(b) Internal failure or excessive deformation of a structure <strong>and</strong> its foundation (State STR)<br />

(c) Failure or excessive deformation of the ground in which the strengths of the soil or rock<br />

are significant in providing resistance (State GEO)<br />

(d) Loss of equilibrium of a structure due to uplift by water pressure or other vertical<br />

actions (State UPL) <strong>and</strong><br />

(e) Hydraulic heave, internal erosion, <strong>and</strong> piping caused by hydraulic gradients (State HYD).<br />

State EQU could occur when a structure collapses due to a l<strong>and</strong>slide or earthquake. This<br />

state is not considered further in this chapter. <strong>Design</strong> against occurrence of the other<br />

states listed above involves applying partial factors to the applied loads (actions) <strong>and</strong> to<br />

the ground resistance to ensure that reaching these states is highly improbable.

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