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Pile Design and Construction Practice, Fifth edition

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where e is the height from the ground surface to the point of application of the load at the<br />

fixed head of the pile (Figure 6.21a), <strong>and</strong> z f is the depth from the ground surface to the<br />

point of virtual fixity. The depth z f is not known at this stage but for practical design<br />

purposes it can be taken as 1.5 m for a compact granular soil or stiff clay (below the<br />

zone of soil shrinkage in the latter case), <strong>and</strong> 3 m for a soft clay or silt. The American<br />

Concrete Institute (6.13) recommend that z f should be taken as 1.4R for stiff, over-consolidated<br />

clays <strong>and</strong> 1.8T for normally consolidated clays, granular soils <strong>and</strong> silt, <strong>and</strong> peat (see<br />

equations 6.11 <strong>and</strong> 6.12).<br />

Having obtained the depth to the centre of rotation from equation 6.15, the ultimate lateral<br />

resistance of the pile to the horizontal force H u can be obtained by taking moments about<br />

the point of rotation, when<br />

H u(e � x) � � x<br />

0<br />

pz L nB(x � z) � �<br />

x�L<br />

pz x<br />

L n � B(z � x)<br />

<strong>Pile</strong>s to resist uplift <strong>and</strong> lateral loading 333<br />

(6.17)<br />

The final steps in Brinch Hansen’s method are to construct the shearing force <strong>and</strong> bending<br />

moment diagrams (Figure 6.21b <strong>and</strong> c). The ultimate bending moment, which occurs at the<br />

point of zero shear, should not exceed the ultimate moment of resistance M u of the pile shaft.<br />

The appropriate load factors are applied to the horizontal design force to obtain the ultimate<br />

force H u.<br />

When applying the method to layered soils, assumptions must be made concerning the<br />

depth z to obtain K q <strong>and</strong> K c for the soft clay layer, but z is measured from the top of the stiff<br />

clay stratum to obtain K c for this layer, as shown in Figure 6.23.<br />

The undrained shearing strength c u is used in equation 6.14 for short-term loadings such<br />

as wave or ship-berthing forces on a jetty, but the drained effective shearing strength values<br />

(c� <strong>and</strong> ��) are used for long-term sustained loadings such as those on retaining walls.<br />

A check should be made to ensure that there is an adequate safety factor for undrained<br />

conditions in the early stages of loading. The step-by-step procedure using the Brinch<br />

Hansen method is illustrated in worked Example 6.4.<br />

e<br />

H<br />

Soft clay<br />

Stiff clay<br />

z (for soft clay)<br />

z (for stiff clay)<br />

Figure 6.23 Reactions in layered soil on vertical pile under horizontal load.

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