DETERMINATION OF THE LOAD CARRYING CAPACITY OF THE PILE
FOUNDATIONS
The load carrying capacity of piles comprises of two parts: skin friction and
end bearing. A wide range of method of analyses for determining skin friction
and end bearing is currently available for cast in-situ piles. Each of these
methods provides different outcome load capacities for driven piles and situ
piles. However, following equations may be used for all practical purposes:
Ultimate Skin Friction
A. Cohesive soil:
sus AcQ ××=α
where,
Qs = ultimate skin friction of pile (kN)
α = empirical adhesion factor [0.45 for cast in-situ piles and 0.50 to 1.0
for driven piles]
Cu = undrained cohesion (kN/m2
)
As = circumferential area of pile (m2
)
B. Cohesionless soil:
scorrs ANAQ ××= ; [A = 1.0 for situ pile and 2.0 for driven pile]
where,
Qs = ultimate skin friction of pile (kN)
Ncorr = corrected SPT for overburden pressure
As = circumferential area of pile (m2
)
Ultimate End Bearing Capacity
A. Cohesive soil:
pup AcQ ××=9
where,
Qp = ultimate end bearing capacity of pile (kN)
cu = undrained cohesion (kN/m2
)
Ap = tip area of pile (m2
)
B. Cohesionless soil:
pcorrp ANBQ ××= ; [B =120 for situ piles and 400 for driven piles]
where,
- 1 -
Qp = ultimate end bearing capacity of pile (kN)
Ncorr = corrected SPT for overburden pressure
Ap = tip area of pile (m2
)
Design Load Capacity
Total ultimate load capacity of pile:
Qu = Qs + Qp
Design load capacity,
FS
Q
Q u
d =
where, FS = Factor of Safety (=4.0)
Courtesy: Professor Abdul J Khan, BUET
- 2 -

Pile capacity equations

  • 1.
    DETERMINATION OF THELOAD CARRYING CAPACITY OF THE PILE FOUNDATIONS The load carrying capacity of piles comprises of two parts: skin friction and end bearing. A wide range of method of analyses for determining skin friction and end bearing is currently available for cast in-situ piles. Each of these methods provides different outcome load capacities for driven piles and situ piles. However, following equations may be used for all practical purposes: Ultimate Skin Friction A. Cohesive soil: sus AcQ ××=α where, Qs = ultimate skin friction of pile (kN) α = empirical adhesion factor [0.45 for cast in-situ piles and 0.50 to 1.0 for driven piles] Cu = undrained cohesion (kN/m2 ) As = circumferential area of pile (m2 ) B. Cohesionless soil: scorrs ANAQ ××= ; [A = 1.0 for situ pile and 2.0 for driven pile] where, Qs = ultimate skin friction of pile (kN) Ncorr = corrected SPT for overburden pressure As = circumferential area of pile (m2 ) Ultimate End Bearing Capacity A. Cohesive soil: pup AcQ ××=9 where, Qp = ultimate end bearing capacity of pile (kN) cu = undrained cohesion (kN/m2 ) Ap = tip area of pile (m2 ) B. Cohesionless soil: pcorrp ANBQ ××= ; [B =120 for situ piles and 400 for driven piles] where, - 1 -
  • 2.
    Qp = ultimateend bearing capacity of pile (kN) Ncorr = corrected SPT for overburden pressure Ap = tip area of pile (m2 ) Design Load Capacity Total ultimate load capacity of pile: Qu = Qs + Qp Design load capacity, FS Q Q u d = where, FS = Factor of Safety (=4.0) Courtesy: Professor Abdul J Khan, BUET - 2 -