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Pile Design and Construction Practice, Fifth edition

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308 <strong>Pile</strong>s to resist uplift <strong>and</strong> lateral loading<br />

Tension pile B<br />

<strong>Pile</strong> cap<br />

Compression<br />

pile A<br />

Figure 6.5 Restraint of horizontal force by raking piles.<br />

6.2 Uplift resistance of piles<br />

R<br />

H<br />

p q<br />

Triangle of<br />

forces<br />

6.2.1 General<br />

The simplest method of restraining piles against uplift is to employ a pile shaft that is<br />

sufficiently long to take the whole of the uplift load in shaft friction. However, where there<br />

is rock beneath a shallow soil overburden it may not be possible to drive the piles deeply<br />

enough to mobilize the required frictional resistance. In such cases the shaft resistance must<br />

be augmented by adding dead weight to the pile to overcome the uplift load, or by anchoring<br />

the pile to the rock.<br />

Adding dead weight to counteract uplift loading is not usually feasible or economical.<br />

The piles may be required to carry alternating uplift <strong>and</strong> compressive loads, in which case<br />

the added dead weight would result in a large increase in the compressive loading. In the<br />

case of shipbuilding dock floors (Figure 6.1), dead weight in the form of a thick floor would<br />

add considerably to the construction costs, <strong>and</strong> in piled dolphins (Figure 6.4) the provision<br />

of a massive pile cap could make a substantial addition to the load on the compression<br />

rakers. Experience has shown that anchors in the form of grouted-in bars, tubes or cables<br />

are the most economical means of providing the required uplift resistance for piles taken<br />

down to a shallow rock layer.<br />

6.2.2 The uplift resistance of friction piles<br />

The resistance of straight-sided piles in shaft friction to statically applied uplift loads is<br />

calculated in exactly the same way as the shaft friction on compression piles, <strong>and</strong> the<br />

calculation methods given in Sections 4.2 to 4.5 can be used. However, for cyclic loading<br />

the frictional resistance is influenced by the rate of application of the load <strong>and</strong> the degree of<br />

degradation of the soil particles at the interface with the pile wall. In the short term, the<br />

uplift resistance of a bored pile in clay is likely to be equal to its frictional resistance in compression;<br />

however, Radhakrishna <strong>and</strong> Adams (6.1) noted a 50% reduction in the uplift<br />

Q<br />

P H<br />

r

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