Geotechnical

Sizing Driven Piles in Soft Clay

Fill placed to preload a soft clay hangs on every pile driven through it. Downdrag is a load to add, never a resistance to count.
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The Surcharge Is Still Moving

The platform was surcharged three weeks ago — call it a metre and a half of imported granular fill, spread over the whole footprint, tracked in and rolled, with settlement plates set on the original ground before any of it went down. The rig comes on Monday. Almost everything difficult about this job lives in the gap between those two dates, because the fill started something in the clay underneath that will run for years, and the piles are going in while it is still running.

Preloading is meant to be a favour to the foundation. Squeeze the settlement out of a compressible layer before the building arrives, and the building inherits ground that has already done its moving. That logic holds for a slab on grade. It inverts for a pile. A pile driven through a layer that is still consolidating is a rigid object standing in ground that is sinking past it, and the friction along that stretch of shaft — the same adhesion that would be capacity on a settled site — reverses direction and pulls down. Nothing about the pile changed. The sign of the relative movement did.

So the number the structural engineer needs is not the column load. It is the column load plus whatever the settling ground hangs on the shaft on its way past, and that second term is often the larger surprise on a soft site. Getting it involves three separate pieces of arithmetic that have to be done in order, because each one sets an input for the next: how far the clay still has to settle, how deep the drag reaches before it turns back into support, and how much shaft is left below that depth to carry anything at all. One more thing worth fixing early — the added stress driving the consolidation comes from the fill, not from the building. The building's weight travels down the piles and is delivered below the soft layer. It is the earthworks that load the clay.

What the shaft passes through

A driven pile drawn in section with the ground it passes through: a cap at the head, the surcharge fill placed over the site, the soft clay that settles around the shaft, the stiff clay where friction turns back into support, and the dense stratum the toe is driven into.
  1. Pile cap and column — collects the column load into a group, and the spacing set here decides how much of each pile's individual capacity survives the overlap Pile Group Efficiency Calculator (Converse-Labarre)
  2. Surcharge fill — placed thickness multiplied by compacted unit weight is the added stress every layer beneath it feels, and it is the only load the clay actually receives Primary Consolidation Settlement Calculator
  3. Soft clay, still consolidating — settles around the shaft instead of being held by it, so adhesion over this length acts downward and is added to the column load rather than subtracted from it Negative Skin Friction (Downdrag) Calculator
  4. Stiff clay below the neutral plane — the first ground that moves less than the pile does, which is where shaft friction becomes resistance you are entitled to count Driven Pile Skin Friction Capacity Calculator (Alpha Method)
  5. Bearing stratum at the toe — the dense material the toe is driven into, described by blow counts that mean very little until they are corrected for the overburden standing above them SPT N-Value Overburden Correction Calculator

How Much of It Is Left to Come

Nothing else on the page matters if the clay is not going to move. A clay that is heavily overconsolidated, loaded by a surcharge that never lifts the effective stress past its preconsolidation pressure, will recompress by a few millimetres and hang nothing worth counting on a pile. The same fill over a normally consolidated deltaic clay will produce a quarter of a metre of movement over a decade. Those two sites take completely different foundations, and the only thing that separates them is a laboratory curve.

That curve comes from an oedometer test to ASTM D2435/D2435M Standard Test Methods for One-Dimensional Consolidation Properties of Soils Using Incremental Loading, run on undisturbed samples from the compressible layer, and it delivers both the compression index and the preconsolidation pressure. The classical one-dimensional expression the settlement calculator below uses assumes normally consolidated behaviour throughout, so read the preconsolidation pressure off the report first. If the surcharge keeps the clay inside its recompression range, this whole exercise is a paragraph in a letter rather than a design case. If it does not, carry on.

The inputs are unglamorous and each has a source. Initial effective stress is taken at the mid-height of the compressible layer and built from measured unit weights with the buoyant weight used below the water table — a water table read on the day rather than assumed at ground level, because getting it wrong moves the answer more than most people expect. The added stress from an areally extensive fill is essentially its placed thickness times its compacted unit weight, undiminished with depth; a fill covering only part of the site loses stress toward its edges, and settlement, and therefore drag, then varies across a single pile cap. Initial void ratio and compression index come from the same oedometer report. On this job — 1.5 m of fill at roughly 20 kN/m³ over an 8 m clay with a compression index of 0.35, a void ratio of 0.9 and 55 kPa of effective stress at mid-depth — the arithmetic lands near 280 mm.

Total settlement is not the number that governs, though. What governs is how much of it is still unspent when the piles go in, and that is a question of time rather than magnitude: the coefficient of consolidation, the drainage path length, and whether the layer drains one way or both. Three weeks of surcharge on a thick doubly-drained clay might have delivered a tenth of the total. Prefabricated vertical drains change the answer by an order of magnitude because they convert a long vertical drainage path into a short radial one. Where the site is instrumented, settlement plate records fitted with Asaoka's method give a far better estimate of the remaining movement than any prediction made before the fill went down.

One threshold is worth keeping in mind while reading the result. Drag mobilises fully at a few millimetres of relative movement between soil and shaft. Any site where the remaining settlement is measured in tens of millimetres is a site where the full drag develops — there is no partial credit for a layer that only settles a little.

Run this before anything else on the page: it decides whether there is a downdrag problem at all. Take the effective stress at the mid-height of the clay and the added stress from the fill alone, and treat the answer as ultimate primary settlement for a normally consolidated layer.

The clay's compression index, from a laboratory oedometer (consolidation) test.

The thickness of the compressible clay layer.

The clay's initial (in-situ) void ratio.

The effective overburden stress at the mid-height of the clay layer before loading.

The additional stress applied by the new structure or fill, at the same depth.

Primary consolidation settlement

5.81 in

Medium confidence

This gives ultimate PRIMARY consolidation settlement only, assuming the clay is normally consolidated — overconsolidated clays need a modified formula with the preconsolidation pressure, and secondary (creep) settlement is not included here.

Equivalent in meters
0.15 m

Add the equipment this sizes

This result is a specification — 5.81 in — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.

What this calculation does not cover

  • Primary consolidation only. Immediate (elastic) settlement that happens as the load goes on, and secondary compression (creep) that carries on after the excess pore pressure has dissipated, are both outside this figure — and for organic and highly plastic clays the creep component can be a large share of the total. What a structure actually settles is the sum of all three.
  • The formula is the normally consolidated one. There is no preconsolidation pressure input, so an overconsolidated deposit — a weathered near-surface crust, ground that has been previously loaded, desiccated or drawn down — is treated as if it had never seen a higher stress, and the result overstates its settlement. A load that starts below the preconsolidation pressure and finishes above it needs the two-part recompression-plus-virgin calculation instead, which this page does not perform.
  • This is the end-of-primary magnitude, not a timescale. Coefficient of consolidation, drainage path length and degree of consolidation play no part in the arithmetic, so the answer says nothing about how much settlement will have occurred by handover, how long a surcharge has to stay in place, or whether vertical drains would change the programme.
  • One layer, one stress, one point. The added stress you enter is applied uniformly through the full layer thickness, whereas the real stress under a footing or an embankment decays with depth. Enter the mid-depth value the help asks for and a layer that is thick relative to the width of the load is materially mis-estimated — under-predicted, substantially so in the worst cases — so split it into sub-layers, each with its own added stress and its own initial effective stress, and add the results, as you must anyway for a profile with several compressible strata. Compression is assumed one-dimensional, with no lateral yield or squeezing out from under the load.
  • Compression index is capped at 1.0 and initial void ratio at 2.5, and a laboratory value above either is replaced with the limit rather than refused — highly plastic, organic and peaty deposits therefore come out low. This is also a settlement magnitude, not a foundation design: it applies no tolerable-settlement criterion, returns nothing about differential settlement between points, and does not substitute for a site investigation with oedometer testing interpreted by a geotechnical engineer.

The Depth Where the Ground Changes Sides

Somewhere down the shaft the soil stops overtaking the pile and the pile starts overtaking the soil. That depth is the neutral plane, and it is the single most useful idea in this whole subject because it is the boundary between the two halves of the calculation: everything above it is load, everything below it is resistance. It can be defined two equivalent ways — as the depth where pile settlement and soil settlement are equal, or as the depth where the force in the pile reaches its maximum, which is where the load curve descending from the head meets the resistance curve rising from the toe.

Where it sits is not a property of the soil alone. Raising the sustained load on the pile pushes the neutral plane up, which shortens the drag length and lengthens the resisting length. Founding the toe on something very stiff — rock, or a dense gravel — pushes it down, which is the counterintuitive result that a better toe attracts more drag. It also means the neutral plane is frequently below the base of the soft layer, sitting some way into the stiff clay beneath, so drag develops on ground that a layer-boundary sketch would tell you is competent. Locating it properly is an iterative construction described in Bengt H. Fellenius, Basics of Foundation Design, and set out for practitioners in the Canadian Foundation Engineering Manual.

Two distinct checks come out of the neutral plane and they fail in different ways. The structural check is the pile section at that depth carrying the sustained load plus the accumulated drag — a strength question, answered against the pile's own material capacity. The serviceability check is the pile head settlement, which is the soil settlement at the neutral plane plus the elastic shortening of the shaft above it plus whatever the toe moves. On soft sites the second one governs more often than engineers expect, and no amount of extra geotechnical capacity fixes it, because the pile is being carried down by ground it is not relying on.

How the drag is combined with other actions is a code decision rather than a calculation, and the adopted documents do not all decide it the same way. EN 1997-1 Eurocode 7: Geotechnical design — Part 1: General rules treats downdrag explicitly as an action, and the AASHTO LRFD Bridge Design Specifications carry it as a load with its own factor. The recurring argument concerns transient live load: at the point a pile plunges, the relative movement along the upper shaft reverses and the drag disappears, so combining full drag with full live load in a geotechnical capacity check double-counts. Resolve that against the governing document, on the record, before you resolve it in a spreadsheet.

Every parameter this page consumes, the document it should come from, and the failure mode when it is guessed instead
ParameterWhere it comes fromWhat guessing it costs
Undrained shear strength of the soft layerField vane to ASTM D2573/D2573M, or unconfined compression to ASTM D2166/D2166M, profiled against a cone sounding to ASTM D5778Drives both the drag load and the shaft capacity; a single spot value applied to a whole layer hides the weak sub-layer that governs
Compression index and initial void ratioOedometer test to ASTM D2435/D2435M on undisturbed samplesSettlement magnitude swings by a factor of two or more, which decides whether downdrag is a design case at all
Preconsolidation pressureThe same oedometer curve, read rather than assumedA recompression-range site gets designed as a virgin-compression one, or far worse, the reverse
Initial effective stress at mid-depthMeasured unit weights with buoyant weight below a water table read on the dayA water table assumed at surface understates the stress ratio and overstates settlement; assumed deep, it does the opposite
Added stress from the fillPlaced thickness and compacted unit weight from the earthworks records, reduced toward the platform edges where the fill is not extensiveUniform stress assumed under a partial platform produces uniform drag under a cap that will not settle uniformly
Adhesion factorA published correlation against strength and stress ratio, such as the one in API RP 2A-WSD Recommended Practice for Planning, Designing and Constructing Fixed Offshore Platforms — Working Stress DesignThe one input where the safe direction is opposite on the two sides of the calculation, so a single carried-forward value is wrong on one of them
Bearing stratum descriptionStandard penetration testing to ASTM D1586/D1586M with overburden correction, classified to ASTM D2487Sets the toe response, which sets where the neutral plane lands, which sets the drag length
Every parameter this page consumes, the document it should come from, and the failure mode when it is guessed instead

Turning the Settling Layer Into a Number on the Column

The drag load is the adhesion factor times the undrained shear strength times the shaft perimeter times the length over which the ground is going down past the pile. That is the same expression as positive shaft friction, which is exactly why it gets missed: it looks like a capacity calculation and it produces a capacity-shaped number, and then the number goes in the wrong column of the load table.

Two things about the length input deserve care. The first is that the calculator names it the settling zone length and the honest value is the depth from the top of the affected soil to the neutral plane, not the thickness of the compressible layer. Where the neutral plane sits inside the soft layer, using full layer thickness overstates the drag; where it sits below the layer — the common case with a firm toe — using layer thickness understates it, because drag continues into the stiff soil above the neutral plane. Take the layer thickness as a screening figure on the first pass, then come back with the depth from the neutral plane construction.

The second is that this expression is a cohesive-soil formula and the granular surcharge on top is not cohesive. Drag from the fill is an effective-stress problem, proportional to vertical effective stress along the shaft rather than to an undrained strength, and this site does not publish a beta-method calculator to do it. Run the alpha calculation over the clay and account for the fill separately from the report; do not stretch the clay's shear strength up through a layer of crushed rock because the input box will accept it.

Then there are two limits that stop the arithmetic running away, and both are easy to miss when a spreadsheet is doing the work one pile at a time. Adding piles to a cap does not divide the drag between them: each new pile brings its own shaft area into the settling layer and collects its own drag, so halving the sustained load per pile does not halve the load each pile carries — it raises the neutral plane and changes the balance instead. Working against that, the total drag on a closely spaced group cannot exceed the weight of the soil and fill standing within the plan area of the group, since that is all the material there is to hang. For a large raft of piles the group limit is often far below the sum of the individual shaft calculations, and checking it is what keeps a big cap from being designed for a load the ground cannot physically apply.

On the running example — a 350 mm shaft through 8 m of clay at 25 kPa — the difference between an adhesion factor at the top of the plausible range and one at the bottom is roughly 175 kN against 77 kN on a single pile. That spread is the reason the next section exists.

The output of this one belongs in the load column, not the capacity column. The strength field follows the metric and imperial switch along with the diameter and length, reading kPa or psf, so a report in either goes in as it stands.

The undrained shear strength of the soft, settling soil layer, in the unit shown beside the field.

The empirical adhesion factor for the settling soil.

The pile's outer diameter.

The length of pile shaft passing through the settling soil layer.

Downdrag load

20.5 kips

Medium confidence

This downdrag load must be ADDED to the pile's structural and geotechnical demand — it's a load, not a resistance, and is easy to overlook in a simple capacity check. A bitumen (asphalt) coating on the shaft through the settling zone can reduce or largely eliminate this effect if it's a design concern.

Pile perimeter
4.19 ft

Add the equipment this sizes

This result is a specification — 20.5 kips — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.

16 in
Schematic, drawn to the proportions you entered — not to scale on screen.

What this calculation does not cover

  • The number is an unfactored drag load, not a design action. It applies no load factor, no resistance factor and no combination rule — how drag load sits alongside the live load the same pile carries is treated differently for a structural strength check than for a settlement check, and this figure does not stand in for either.
  • It drags the full settling-zone length you type; it does not locate the neutral plane. That plane sits where pile and soil move together, and finding it needs the pile's stiffness, the load it already carries and the settlement profile of the ground, none of which are inputs. On a pile bearing into a stiff stratum the plane can sit at or below the base of the soft layer, so the real drag length is longer than the layer thickness and this reads low.
  • One layer, one shear strength, one adhesion factor. A profile of fill over soft clay over a stiffer horizon needs a separate run per layer with the results summed. Nothing here caps a pile group's total drag at the weight of the soil block enclosed by the group, which for closely spaced piles is far less than the sum of the individual shaft drags.
  • The perimeter is pi times diameter — a solid round shaft. An H-pile, a square precast pile or a sheet section presents a different drag surface, and for an H-pile it depends on whether soil plugs between the flanges, so entering an equivalent diameter for any of these mis-sizes the shaft area.
  • Alpha times Su is one snapshot of a process that runs for months or years. It carries no consolidation time, no dependence on how much further fill is placed or how far the water table drops, and no term for a bitumen slip coat or an isolating sleeve — the usual ways downdrag is actually reduced on site.

Counting Shaft Resistance Only Where It Is Resistance

Below the neutral plane the pile is moving down relative to the ground and adhesion is doing what the textbook says it does. Shaft capacity is calculated over that length and no more. The failure that destroys an otherwise careful design is running the shaft friction calculation over the full embedded depth, then adding the drag load on top: the upper section of shaft has been counted twice, once as support and once as load, and the two errors compound rather than cancel.

Layered ground needs one run per layer. The alpha method takes a single shear strength and a single adhesion factor, so a pile passing through 6 m of stiff clay and then 4 m of a firmer glacial till is two calculations summed, each with the strength and factor belonging to its own stratum. Do the same when the report shows strength increasing with depth inside what is nominally one layer — split it and sum, because an average strength applied to the full length quietly credits the weak top of the layer with the strength of the bottom.

The result is ultimate shaft capacity for one layer, unfactored, and it is not a pile design. End bearing at the toe is a separate contribution that this site does not size — take it from the geotechnical report or a static formula appropriate to the toe material. Then the working or factored capacity comes from the safety factor or resistance factors in the governing document, whether that is the deep foundation provisions in Chapter 18 of the International Building Code, EN 1997-1, or AS 2159 Piling — Design and installation. Applying a resistance factor to the shaft while forgetting that the drag on the other side is a factored load is the same mistake in a different coat.

Enter only the embedded length below the neutral plane, and run it once per stratum with that stratum's own shear strength. The answer is ultimate capacity for the shaft alone, before any factor and before end bearing.

The soil's undrained shear strength, from a geotechnical report.

The empirical adhesion factor relating shaft friction to undrained shear strength.

The pile's outer diameter. Circular and closed-end pipe piles only — this field is not a square pile's face width.

The pile's length embedded in the soil layer contributing skin friction.

Skin friction capacity

72.2 kips

Medium confidence

This is ultimate (unfactored) shaft capacity from one soil layer only — a full pile design also includes end-bearing capacity, applies a safety factor (typically 2-3) or LRFD resistance factors, and sums contributions from every soil layer the pile passes through.

Pile perimeter
4.19 ft

Add the equipment this sizes

This result is a specification — 72.2 kips — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.

16 in
Schematic, drawn to the proportions you entered — not to scale on screen.

What this calculation does not cover

  • Shaft friction only, at ultimate and unfactored. There is no end-bearing resistance at the toe, no factor of safety or LRFD resistance factor, no check that the pile section itself can carry the load, and no check that it can be driven to depth. This is one input to a pile design, not the design.
  • The perimeter is pi times the figure you enter, so the pile is treated as a solid circular shaft of constant section. A square precast pile of the same face width has about 27% more shaft area, and H-piles, sheet sections, tapered piles and open-ended tubes all differ from both.
  • The adhesion factor is whatever single number you type, held constant over the whole embedded length. It is not derived from Su and effective overburden the way an API-style correlation chart derives it, it does not vary with depth, and it does not know whether the shaft is steel, precast concrete or timber.
  • Nothing in this changes with time. Driving remoulds the clay around the shaft and a large part of the capacity returns over days to months as pore pressures dissipate, while cyclic or sustained loading can degrade it. The figure carries no set-up gain and no cyclic degradation.
  • It assumes the entire embedded length you enter is in contact with clay of that strength and stays there. Downdrag from a settling layer, scour, softening at the top of the shaft, and any length inside a casing, sleeve or fill that should not be counted are all outside the model, so take those lengths off before entering. Su is read as kPa on both the metric and imperial pages; that field does not convert.

Choosing Alpha in the Direction That Costs You

The adhesion factor is empirical and always has been. It exists because the shear surface that forms against a driven shaft is not the same as the one a laboratory sample fails on: driving remoulds the clay, generates excess pore pressure, and then the soil reconsolidates against the pile over weeks. What the correlations capture is that the ratio of mobilised adhesion to measured undrained strength falls as the clay gets stiffer, and that it also depends on the ratio of strength to vertical effective stress rather than on strength alone. The correlation in API RP 2A-WSD is the one most often carried into onshore work, and it is a chart to be read at a site's own strength ratio, not a constant to be memorised.

The direction of caution flips depending on which side of the neutral plane you are working. For shaft capacity, adhesion is a resistance and the low end of the plausible range is the safe assumption. For drag, adhesion produces a load and the low end is the dangerous one — a conservative downdrag estimate is a high adhesion factor, not a low one. This trips up experienced engineers because the habit of reaching for the smaller number is a good habit everywhere else in geotechnics. The negative skin friction calculator here defaults to a modest factor, which suits a first look; bracket it deliberately rather than accepting it. Running the same shaft at both ends of the credible range, as the 175 kN against 77 kN example shows, tells you whether the design is sensitive to a number nobody can measure directly.

There is a deeper caveat about using an undrained parameter for this at all. Drag accumulates over the years the clay takes to consolidate, which is a drained process, and the more defensible long-term formulation is an effective stress one: a beta coefficient applied to vertical effective stress along the shaft. The alpha expression is a screening tool for the drag case, useful for establishing whether the load is 50 kN or 500 kN and whether the shaft coating conversation needs to happen. It is not the calculation to put a signature on for a critical structure — that one comes from a full effective-stress analysis of the whole pile, load curve and resistance curve together.

Whatever is chosen, write down which correlation was read, at what strength ratio, and which side of the calculation it was used on. That single line in the calculation sheet is what makes the next engineer able to check the work rather than redo it.

Getting the Drag Off the Shaft

Once the number exists there are only four honest responses, and choosing between them is largely a question of programme. Time is the cheapest of them: leave the surcharge in place longer, with vertical drains if the layer is thick, and drive the piles into ground that has already done most of its settling. That is what a preload is for, and abandoning it three weeks in because the rig is available is how a site ends up paying for the surcharge twice.

The others cost money instead. A bituminous slip coating over the drag length is genuinely effective and long-established — its performance depends on the grade and thickness of the bitumen and on ground temperature, and its weakness is mechanical: driving through granular fill can strip it, so the coated zone frequently needs a sacrificial outer sleeve through the abrasive layers. A sleeve or double casing isolating the shaft is the same idea by another route. Or accept the drag and buy section: a heavier wall, a higher steel grade, or more piles, remembering that the last of those brings its own drag with it. The coating options are described in the Canadian Foundation Engineering Manual and in the FHWA Design and Construction of Driven Pile Foundations reference manual; execution requirements for driven displacement piles sit in BS EN 12699 Execution of special geotechnical works — Displacement piles.

  1. Read the preconsolidation pressure against the effective stress the fill will produce, and stop here if the clay stays inside its recompression range.
  2. Estimate remaining primary settlement at the planned driving date, using field settlement plate records where they exist rather than the original prediction.
  3. Locate the neutral plane for the trial pile and toe condition, and record the drag length and the resisting length separately.
  4. Compute the drag load over the drag length, bracket the adhesion factor at both ends, and check the total against the weight of soil within the group plan area.
  5. Compute shaft capacity below the neutral plane only, layer by layer, and add the toe resistance from the report.
  6. Check the pile section at the neutral plane for sustained load plus drag, then check head settlement against the structure's tolerance — and only then decide between waiting, coating and buying section.

What the Hammer Tells You, and What It Cannot

Driving records in soft clay are quietly misleading. End-of-drive resistance is low because the clay has been remoulded and the excess pore pressures generated by driving have not yet dissipated; capacity then climbs over days or weeks as the soil reconsolidates against the shaft, a recovery large enough in sensitive clays to change the answer several times over. A restrike after a specified waiting period is the observation that matters, and the waiting period belongs in the specification rather than in a conversation on site. High-strain dynamic testing to ASTM D4945 Standard Test Method for High-Strain Dynamic Testing of Deep Foundations, with signal matching analysis, is how that restrike gets turned into a capacity estimate. Where a static verification is required, ASTM D1143/D1143M Standard Test Methods for Deep Foundations Under Static Axial Compressive Load is the reference test.

Neither test measures downdrag, and it is important to be clear about why. A compression load test pushes the pile down relative to the soil along its entire length, which reverses the relative movement in the settling layer and removes the drag for the duration of the test. What the test measures is capacity. Drag load is a long-term action computed, not proved — and if it genuinely has to be measured, that means strain gauges cast or welded into the shaft and read over months, on a programme somebody has to pay for and wait for.

The information worth capturing during driving is cheap and gets thrown away constantly: blow counts against depth for every pile, hammer energy and stroke, the toe elevation actually reached against the one designed, and any pile that ran soft or refused early. A pile that took its toe elevation in half the expected blows has probably not found the same stratum as its neighbour, and on a site with 280 mm of settlement queued up in the clay, a pile founded short is a pile whose neutral plane and drag length are not the ones anybody calculated. Cross-checking the driving log against the borehole log, pile by pile, is the last chance to find that before a cap is poured over it.

One more habit worth keeping. Record the date the fill was placed, the date each pile was driven, and the settlement plate reading on both. Downdrag is the one foundation problem where the calendar is a design input, and three years later, when somebody asks why the east end of the building has moved more than the west, that table is the only document that will answer.

What has to be on the desk before the rig arrives

A downdrag check runs on laboratory numbers and dates, not on a pile schedule. Six things to assemble, each of which changes the answer rather than decorating it.

  • Oedometer results with the preconsolidation pressure marked — Compression index, initial void ratio and the yield stress from the same curve. Without the third of those, the settlement estimate is an assumption wearing a decimal point.
  • A strength profile, not a strength — Vane or unconfined compression values plotted against depth and reconciled with a cone sounding, so the weak sub-layer is visible rather than averaged away.
  • Earthworks record for the surcharge — Placed thickness, compacted unit weight, plan extent, and the date it went down. The stress on the clay is built from these four numbers.
  • Settlement plate and piezometer readings to date — Field data beats prediction for the amount of movement still to come. Plot it before deciding whether the piling date is negotiable.
  • Toe stratum description with corrected blow counts — The toe response fixes where the neutral plane lands, and the neutral plane fixes how much of the shaft is load and how much is capacity.
  • The governing code's position on combining drag with live load — Written down with the clause reference from the document actually adopted for the project, before anyone builds a load combination table.
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Drawn from

  • ASTM D2435/D2435M Standard Test Methods for One-Dimensional Consolidation Properties of Soils Using Incremental Loading
  • ASTM D2573/D2573M Standard Test Method for Field Vane Shear Test in Saturated Fine-Grained Soils
  • ASTM D2166/D2166M Standard Test Method for Unconfined Compressive Strength of Cohesive Soil
  • ASTM D5778 Standard Test Method for Electronic Friction Cone and Piezocone Penetration Testing of Soils
  • ASTM D1586/D1586M Standard Test Method for Standard Penetration Test (SPT) and Split-Barrel Sampling of Soils
  • ASTM D2487 Standard Practice for Classification of Soils for Engineering Purposes (Unified Soil Classification System)
  • ASTM D1143/D1143M Standard Test Methods for Deep Foundations Under Static Axial Compressive Load
  • ASTM D4945 Standard Test Method for High-Strain Dynamic Testing of Deep Foundations
  • API RP 2A-WSD Recommended Practice for Planning, Designing and Constructing Fixed Offshore Platforms — Working Stress Design (adhesion factor correlation)
  • EN 1997-1 Eurocode 7: Geotechnical design — Part 1: General rules, with EN 1997-2 Ground investigation and testing
  • BS EN 12699 Execution of special geotechnical works — Displacement piles
  • AASHTO LRFD Bridge Design Specifications (downdrag carried as a load on deep foundations)
  • AS 2159 Piling — Design and installation
  • International Building Code, Chapter 18 Soils and Foundations (deep foundation provisions)
  • Canadian Foundation Engineering Manual, Canadian Geotechnical Society
  • Bengt H. Fellenius, Basics of Foundation Design (the unified method and the neutral plane)
  • FHWA Design and Construction of Driven Pile Foundations reference manual

Guidance, not a specification. Local codes, the engineer of record and the product manufacturer’s instructions govern where they differ from anything written here.