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Pile Design and Construction Practice, Fifth edition

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96 Piling equipment <strong>and</strong> methods<br />

is to be driven. Single <strong>and</strong> double-acting hammers, hydraulic <strong>and</strong> diesel hammers are<br />

effective in all soil types <strong>and</strong> the selection of a particular hammer for the given duty is based<br />

on a consideration of the value of energy per blow, the striking rate <strong>and</strong> the fuel consumption.<br />

The noise of the pile-driving operation will also be an important consideration in the<br />

selection of a hammer. This aspect is discussed in Section 3.1.7.<br />

A knowledge of the value of energy per blow is required to assess whether or not a hammer<br />

of a given weight can drive the pile to the required penetration or ultimate resistance without<br />

the need for sustained hard driving or risk of damage to the pile or hammer. The safety of<br />

operatives can be endangered if sustained hard driving causes pieces of spalled concrete or<br />

mechanical components to fall from a height. The employment of a dynamic pile-driving<br />

formula can, with experience, provide a rough assessment of the ability of a hammer with a<br />

known rated energy value to achieve a specific ultimate pile resistance to the time of driving<br />

(see Sections 1.4 <strong>and</strong> 7.3 for a further discussion of these formulae). However, the manufacturer’s<br />

rated energy per blow is not always a reliable indication of the value to be used in a<br />

dynamic pile equation. The efficiency of a hammer can be very low if it is poorly maintained<br />

or improperly operated. Also the energy delivered by the hammer to the pile depends on the<br />

accuracy of alignment of the hammer, the type of packing inserted between the pile <strong>and</strong> the<br />

hammer, <strong>and</strong> on the condition of the packing material after a period of driving.<br />

The increasing use of instruments to measure the stresses <strong>and</strong> acceleration at the head of<br />

a pile as it is being driven (see Section 7.3) has provided data on the efficiencies of a wide<br />

range of hammer types. Some typical values are as shown in the following table:<br />

Hammer type Efficiency of hammer/cushioning system (%)<br />

Hydraulic 65–90<br />

Drop (winch-operated) 40–55<br />

Diesel 20–80<br />

The wide range in values for the diesel hammer reflects the sensitivity to the type of soil<br />

or rock into which the pile is driven <strong>and</strong> the need for good maintenance. Present-day practice<br />

is to base the selection of the hammer on a driveability analysis using the Smith wave<br />

equation (see Section 7.3) to produce curves of the type shown in Figure 3.17. They show<br />

the results of an investigation into the feasibility of using a D100 diesel hammer to drive 2.0<br />

m OD by 20 mm wall thickness steel tube piles through soft clay into a dense s<strong>and</strong>y gravel.<br />

The piles were to be driven with closed ends to overcome a calculated soil resistance of 17.5<br />

MN at the final penetration depth. Figure 3.17 shows that a driving resistance (blow count)<br />

of 200 blows/250 mm penetration would be required at this stage. This represents a rather<br />

severe condition. A blow count of 120 to 150 blows/250 mm is regarded as a practical limit<br />

for sustained driving of diesel or hydraulic hammers. However, 200 blows/250 mm would<br />

be acceptable for fairly short periods of driving. Commercial computer programs based on<br />

wave equation models enable the piling engineer to predict driveability, optimize the<br />

selection of hammer, select energy level which will not damage the pile, <strong>and</strong> ensure that the<br />

correct dolly <strong>and</strong> adapters are used.<br />

The American Petroleum Institute (3.5) states that if no other provisions are included in the<br />

construction contract, pile-driving refusal is defined as the point where the driving resistance<br />

exceeds either 300 blows per foot (248 blows/250 mm) for 1.5 consecutive metres or 800<br />

blows per foot (662 blows/250 mm) for 0.3 m penetration. Figure 3.17 also shows the driving

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