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Pile Design and Construction Practice, Fifth edition

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218 Resistance of piles to compressive loads<br />

progressive increase in negative skin friction on two precast concrete piles driven through<br />

40 m of soft compressible clay <strong>and</strong> 15 m of less-compressible silt <strong>and</strong> s<strong>and</strong>. Reconsolidation<br />

of the soft clay disturbed by pile driving contributed 300 kN to the drag-down load over a<br />

period of 5 months. Thereafter, regional settlement caused a slow increase in negative skin<br />

friction at a rate of 150 kN per year. Seventeen months after pile driving a load of 440 kN<br />

was added to each pile, followed by an additional load of 360 kN a year later. Both these<br />

loads caused yielding of the pile at the toe to such an extent that all negative skin friction<br />

was eliminated, but when the settlement of the pile ceased under the applied load the<br />

continuing regional settlement caused negative skin friction to develop again on the pile<br />

shaft. Thus with a yielding pile toe the amount of negative skin friction which can be developed<br />

depends entirely on the downward movement of the pile toe relative to the settlement<br />

of the soil or fill causing the drag-down force. If the drag-down force is caused only by the<br />

reconsolidation of the heaved soil, <strong>and</strong> if the pile can be permitted to yield by an amount<br />

greater than the settlement of the ground surface due to this reconsolidation, then negative<br />

friction need not be provided for. If, however, the negative skin friction is due to the<br />

consolidation of recent fill under its own weight or to the weight of additional fill, then<br />

the movement of the ground surface will be greater than the permissible yielding of the pile<br />

toe. Negative skin friction must then be taken into account, the distribution being as shown<br />

in Figure 4.40c or Figure 4.41.<br />

Much greater drag-down loads occur with piles driven onto a relatively unyielding<br />

stratum. Johannessen <strong>and</strong> Bjerrum (4.62) measured the development of negative skin friction<br />

on a steel pile driven through 53 m of soft clay to rock. S<strong>and</strong> fill was placed to a thickness<br />

of 10 m on the sea bed around the pile. The resulting consolidation of the clay produced a<br />

settlement of 1.2 m at the original sea-bed level <strong>and</strong> a drag-down force of about 1500 kN at<br />

the pile toe. It was estimated that the stress in the steel near the toe could have been about<br />

190 N/mm 2 , which probably caused the pile to punch into the rock, so relieving some of the<br />

drag-down load. The average unit negative skin friction within the soft clay was equal to<br />

100% of the undrained shearing strength of the clay.<br />

4.8.2 Safety factors for negative skin friction<br />

Safety factors for piles subjected to negative skin friction require careful consideration. The<br />

concept of partial safety factors can be applied to the two components of permanent working<br />

load <strong>and</strong> negative skin friction. Thus if the negative skin friction Pn has been conservatively<br />

estimated before deciding on a value of Qp to give a safety factor of 2.5 or more on the<br />

combined loading, it is over-conservative to add this to the working load W on the pile in<br />

order to arrive at the total allowable pile load. It is more realistic to obtain the required<br />

ultimate pile load Qp by multiplying the working load only by the normal safety factor, <strong>and</strong><br />

then to check that the safety factor given by the ultimate load divided by the working load<br />

plus the negative skin friction is still a reasonable value.<br />

When applying the EC7 recommendations to the design of piles subjected to drag-down,<br />

the resulting axial load is treated as a permanent unfavourable action in Table 4.1 (Section<br />

4.1.4). This is classed as a geotechnical action in Clause 7.3.2.1(3)P which can be calculated<br />

either by a pile–soil interaction analysis (Method (a)), or as an upper-bound force exerted<br />

on the pile shaft (Method (b)). As noted above, Method (a) is the more effective of the two,<br />

particularly in determining the depth to the neutral point. It is evident that if Method (b) is

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