There is absolutely no doubt that Bengt Fellenius has made significant efforts in the design and construction of driven pile and also in ensuring that terminology used in piling is consistent and appropriate. However, we still see publications in recent times abound with mixed terminology and some according to Fellenius that should not be used.
The paragraphs below provide some of my thoughts on terminology and the concepts that Fellenius have been advocating for years. My belief is that explanations are not stll very clear resulting why we see varying interpretations on the dragload on piles.
Lets take shaft resistance. This is preferred over skin friction and we should use for example positive shaft resistance and negative shaft resistance. Positive skin friction is caused by a swelling soil and negative skin friction by a settling soil. Negative skin friction is a directional shear force acting downwards, while positive skin friction is an upward directed shear force. However, I have noticed that Fellenius has also used the terms negative skin friction and positive shaft resistance in the same sentence. Negative skin friction should have been replaced by negative shaft resistance to be consistent. Not a big deal.
Dragload is a load transferred to the pile as a result of negative skin friction. Similarly, downdrag is downward movement of a deep foundation unit due to negative skin friction and expressed in terms of settlement. Hence, based on the above, negative skin friction is responsible for two events - downdrag, and drag load.
In determining settlement, this is composed of the settlement of the soil at the neutral plane plus the elastic compression of the pile from the sum of the desd load and drag load. Further that drag load nor live load should be included in the calculation. The dead load, however, is used at the neutral plane to spread the load through an equivalent footing in terms of a pressure at that location. Hence, this suggests that dead load is responsible for two effects, one at the pile head causing compression and one when this load is transferred to the soil at the neutral plane.
That the dragload does not cause settlement of the soil suggests that this load is not transferred to the soil, but taken up within the pile material itself as a result of the soil below the neutral plane resisting the downward movement of the pile. This is plausible since the drag load resulted from the action of the soil on the pile and therefore the action under this condition leads to compression of the pile material itself.
The question of the dragload not to be taken in consideration of the ultimate resistance of the pile can be explained that for ultimate resistance the load that the soil would provide would be determined through soil characteristics and not dictated by any superimposed load, same sort of principle we use in determining ultimate resistance of a footing. Another reason is if the system is at the ultimate state the pile is plunging and dragload would be of no consequence.
When this ultimate resistance is determined, it is divided by a factor of safety to obtain the allowable load. Some still subtract the drag load from this load. This has been demonstrated by Fellenius to be incorrect. The reason for this is that this drag load as previously mentioned is obtained from the soil and hence in effect cannot cause any further distress to the soil. Hence it is not providing anything to the soil to enhance its ultimate resistance and therefore should not be subtracted from the allowable load determined from the ultimate resistance. This is my interpretation from a lay point of view. This section causes some confusion despite the expalantions provided by Fellenius.
The concept that the drag load and dead load are to be used in determining the structural integrity of the pile is not an issue since both drag and dead loads are applied to the pile itself. The dead load being the load applied at the neutral plane.
In moving on to total stress analysis of ultimate resistance, should we not be using the terminology shaft adhesion resistance. Shaft resistance, which is comprised of adhesion and friction components of two materials with one moving in relation to the other is not identified in the terminology shaft resistance. Note that Fellenius stays clear of this term as well as cohesion another (bad word according to Schoefield) no doubt as a result of others and his preference to use the effective stress approach rather than the total stress approach and hence considers adhesion and cohesion to be non existent.
While I can agree on cohesion being eliminated, adhesion in my opinion is still valid if we are to still advocate the use of total stress approach to design. Adhesion should be left for clay soils with none or very little granular size particles, recognizing that there is no truly pure clay soil except perhaps for bentonitic clay.
For those accustomed to glacial tills-such as clay till, silt till etc, the term "shaft resistance" is valid and perhaps the effective stress approach is better suited However, other aspects of the analysis applied to such soils dominate as well, making the choice of total stress being preferred by some. We, therefore, still need to work on the terminolgies if we continue to use both total and effective stress approaches.
I think I have said enough. Excuse the length and sentence errors etc. Comments are appreciated.