 
          2828
        
        
          Proceedings of the 18
        
        
          th
        
        
          International Conference on Soil Mechanics and Geotechnical Engineering, Paris 2013
        
        
          
            Proceedings of the 18
          
        
        
          
            th
          
        
        
          
            International Conference on Soil Mechanics and Geotechnical Engineering, Paris 2013
          
        
        
          methodologies have been carried out. A general description is
        
        
          indicated in Table 1.
        
        
          Table 1. Piling Trials.
        
        
          Trial
        
        
          
            Dates
          
        
        
          
            Piles
          
        
        
          TOPIC
        
        
          2001
        
        
          CFA, Bored, Displacement
        
        
          RuFUS
        
        
          2001-2006 CFA, Bored
        
        
          RaPPER
        
        
          2007-2009 CFA, Driven
        
        
          3.2
        
        
          
            Pile Installation
          
        
        
          A number of different pile types (commercial and
        
        
          developmental) were installed at the site over 10 years. This
        
        
          paper focuses only on those types in current use, tested at an age
        
        
          of up to 5 months, but mostly 2.5-3.5 months, by static
        
        
          incremental maintained load testing (ML). Other papers
        
        
          describe piles tested for other purposes (Skinner et al 2003,
        
        
          Fernie et al 2006, Powell and Brown 2006, Powell and Skinner
        
        
          2006, Butcher et al 2008, Brown and Powell 2012) Tables 1 and
        
        
          2 show the piles used in this study.
        
        
          Table 2. The test piles.
        
        
          Pile
        
        
          Date Dia.
        
        
          (mm)
        
        
          Effective
        
        
          Length (m)
        
        
          CFA (T33)
        
        
          2001 300
        
        
          10
        
        
          CFA (T34)
        
        
          2001 300
        
        
          10
        
        
          CFA (T14)
        
        
          2001 300
        
        
          10
        
        
          CFA (T13)
        
        
          2001 400
        
        
          7
        
        
          CFA (T15)
        
        
          2001 400
        
        
          7
        
        
          CFA (MC1)
        
        
          2007 450
        
        
          9.5
        
        
          *
        
        
          CFA (MC2)
        
        
          2007 450
        
        
          9.5
        
        
          *
        
        
          Bored (T16)
        
        
          2001 300
        
        
          10
        
        
          Bored (T40)
        
        
          2001 300
        
        
          7
        
        
          Bored (T46)
        
        
          2001 300
        
        
          5.8
        
        
          **
        
        
          Bored (T47)
        
        
          2001 300
        
        
          5.8
        
        
          **
        
        
          Screw Dispt (T30)
        
        
          2001 300/600 7
        
        
          Displacement (T35)
        
        
          2001 300
        
        
          9
        
        
          Displacement (T36)
        
        
          2001 300
        
        
          7
        
        
          Driven (TP1)
        
        
          2007 275
        
        
          10
        
        
          Driven (TP2)
        
        
          2007 275
        
        
          10
        
        
          *   1.5-11 m,  ** 5.2-10.m
        
        
          3.3
        
        
          
            Pile testing
          
        
        
          The Topic and RuFUS pile tests were undertaken using a
        
        
          combination of BRE load frames and a remotely operated
        
        
          hydraulic loading and control system The loading system
        
        
          utilised closed loop control of the hydraulic jack, monitoring
        
        
          displacement transducers and a load cell. Load was applied in
        
        
          incremental steps; increments of 25kN were each held for a
        
        
          minimum 1 hour and until the settlement rate reduced to
        
        
          0.1mm/ hr. Using this procedure it was hoped that the load at
        
        
          which rupture of the skin friction occurred would be approached
        
        
          relatively slowly. Tests were terminated once failure was clearly
        
        
          defined, generally indicted by runaway displacement.
        
        
          For the RaPPER programme the test equipment was similar
        
        
          to that described above but operated on site. The test method
        
        
          used complied with the ICE Specification for Piling and
        
        
          Embedded Retaining Walls 2nd ed. (ICE 2007); the procedure
        
        
          was similar to that above but using 125kN increments
        
        
          throughout firstly up to 500kN, then an unload/reload loop
        
        
          before continuing until failure was established. The increments
        
        
          during loading were maintained for a minimum 30mins and
        
        
          until the rate of settlement reduced to 0.1mm/hr. This criteria
        
        
          works well until failure is approached.
        
        
          In the RaPPER project testing was also conducted by
        
        
          constant rate of penetration, dynamic and rapid load or
        
        
          statnamic means and is described elsewhere (e.g. Butcher et al,
        
        
          2008, Brown and Powell 2012).
        
        
          3.4
        
        
          
            Test Results
          
        
        
          3.4.1
        
        
          
            Definition of shaft failure capacity
          
        
        
          The majority of the CFA and bored piles, at 300 to 450mm were
        
        
          anticipated to be essentially friction piles. These piles had
        
        
          relatively high length to diameter ratios; additionally no attempt
        
        
          was made to clean the bases of the bored piles.  As failure was
        
        
          achieved at relatively small displacements, typically less than
        
        
          5/6mm this would appear to be a reasonable assumption. In
        
        
          these cases, capacity was taken to be the maximum ‘stable’ load
        
        
          achieved. Given the tendency in brittle London clay for the pile
        
        
          to ‘shed’ load down its length as failure is initiated in the upper
        
        
          part
        
        
          s then a ‘stable’ load was tak
        
        
          en to be either the last
        
        
          increment applied if this was maintained for some time before
        
        
          significant displacements occurred or the next to last increment
        
        
          if the pile failed rapidly soon after application. The
        
        
          interpretation of the failure load increment was more difficult
        
        
          for larger increments.  The screw displacement piles, at 600mm
        
        
          external diameter, and the driven piles were expected to
        
        
          demonstrate rather more base capacity. For the driven piles
        
        
          capacity was taken to be again the maxi
        
        
          mum ‘stable’ load but
        
        
          with an allowance for base capacity based on eqn (2). For the
        
        
          larger ‘displacement’ piles failure was taken as the load at
        
        
          which significant creep started to occur under load and this was
        
        
          also checked based on Chin and Fleming constructions.
        
        
          Based on the failure criteria discussed above, the ultimate
        
        
          capacity of each pile is shown in Table 3.
        
        
          4 PILE DESIGN
        
        
          4.1
        
        
          
            Design by calculation
          
        
        
          In the UK, it is common to use a total stress method for the
        
        
          calculation of pile capacity in clay soils. For the purposes of the
        
        
          present paper the model for pile capacity has been taken
        
        
          considering undrained behaviour and to be the sum of shaft
        
        
          (Q
        
        
          su
        
        
          ) and base (Q
        
        
          bu
        
        
          ) where:
        
        
          Q
        
        
          su
        
        
          = Σ(q
        
        
          su
        
        
          ΔL A
        
        
          s
        
        
          )
        
        
          (1)
        
        
          Where; q
        
        
          su
        
        
          is ultimate unit shaft friction; ΔL the appropriate
        
        
          section of pile length; A
        
        
          s
        
        
          is surface area per unit length of pile
        
        
          Here :
        
        
          q
        
        
          su
        
        
          = α c
        
        
          u
        
        
          where:
        
        
          α  is an empirical factor; c
        
        
          u
        
        
          is the average shear strength
        
        
          over the length ΔL
        
        
          and base capacity as: Q
        
        
          bu
        
        
          = A
        
        
          b
        
        
          N
        
        
          c
        
        
          c
        
        
          u base
        
        
          (2)
        
        
          where: A
        
        
          b
        
        
          is the area of the base of the pile, N
        
        
          c
        
        
          is the undrained
        
        
          bearing capacity factor generally taken as 9, c
        
        
          u
        
        
          base is the
        
        
          undrained shear strength at the base of the pile.
        
        
          This is used to calculate the pile capacity under BSEN1997-
        
        
          1 (7.6.2.3), to which model and partial factors are applied to
        
        
          identify the design pile resistance. Estimates of pile capacity for
        
        
          the different types of piles have been made for all of the piles
        
        
          using the α–
        
        
          c
        
        
          u
        
        
          method.
        
        
          4.1.1
        
        
          
            Results
          
        
        
          –
        
        
          
            alpha values and soil parameters
          
        
        
          There is an intimate link between selection of a value of alpha
        
        
          (α)
        
        
          and soil strength. One has to ensure that when
        
        
          α
        
        
          values are
        
        
          selected from the literature then the same method of shear
        
        
          strength derivation has to be used (sampling methods, sample
        
        
          sizes and testing). Typically a design line for shear strength has
        
        
          been a
        
        
          ‘mean’ value
        
        
          and that is what has been adopted here.
        
        
          All
        
        
          values for α
        
        
          (Table 3) were those based on shear strength
        
        
          profiles from CPTs to the piles correlated to UU triaxial.
        
        
          Although the main test area described was very uniform, the
        
        
          area where the RaPPER piles were located was a little distance
        
        
          away and seems to have undergone desiccation in the upper
        
        
          layers although the CPTs come together below 5m.