Pile capacity check.xlsx
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8/14/2019 Pile capacity check.xlsx
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Daimeter of pile (D) = 1.20 m
Effective pile length from bottom of pile cap = 15.00 m
Height of GL from bottom of pile cap = 2.30 m
Depth of water table from GL = 2.30 m
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 Dry density 1.87 t/m^3
0 - 15 m 15.00 Submerged density 0.87 t/m^3Total = 15.00
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 f 35.0 degrees
0 - 15 m 15.00 f 35.0 degrees
Total = 15.00
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 c 0 t/m^2
0 - 15 m 15.00 c 2 t/m^2
Total = 15.00
Qu(ultimate) = Ap*(0.5 * D * g* Ng+ Pd * Nq) + Sum (K i to d * Pdi * tan * Asi) +Ap * (c * Nc) + * Ci * Asi
Cross sectional area of pile (Ap) = 1.1304 m^2
Unit weight of soil above water table = 1.87 t/m^3
Effective unit weight at soil at pile toe = 0.87 t/m^3
Cohesion at pile toe = 2.00 t/m^2
For f= 35 degrees Nc = 9 Nq = 33.3 Ng= 48.03
Overburden pressure at bottom of pile cap (Pd0) = 4.301 t/m^2
Overburden pressure (Pd1) = 4.30 t/m^2
Overburden pressure (Pd2) = 13.05 t/m^2
Total overburden pressure (Pd) = 17.35 t/m^2
Point resistant (Rb) = Ap*(0.5 * D * g* Ng+ Pd * Nq) + 701.82 t
Ap * (c * Nc)
Adopt value of K = 1.00 & d= f tan d= 0.700a= 0.40 Average Ci = 2.00 t/m^2
As1 = 0.00 m^2
As2 = 56.55 m^2
As = As1 + As2 56.55 m^2
Average overburden pressure for upper part of pile = 4.30 t/m^2
Average overburden pressure for lower part of pile = 10.83 t/m^2
Skin friction resistant (fs1) = 0.00 t
Skin friction resistant (fs2) = 428.66 t
Total skin friction resistant (Rs) = a* Ci * Asi + 473.90 t
Sum (K i to d * Pdi * tand * Asi)
Total bearing resistant (Rb + Rs) = 1175.72 t (A)
Ratio=Rs/Rb 0.6752
Allowable bearing resistant Qu(allow.) = FOS = 2.5 470.29 t
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Limiting the overburden pressure upto 20 times of dia. of pile, i.e. 15.00 m
Actual length of pile provided = 15.00 m
and assuming water table reach the GL, Hence gsubmerged = 0.87 t/m^3
Maximum overburden pressure = 13.05 t/m^2
Adopt value of K = 1.00 & d= f tan d= 0.700
As = 56.55 m^2
Total skin friction resistant (Rs) = a* Ci * Asi + 303.60 t
Sum (K i to d * Pdi * tand * Asi)Total bearing resistant (Rb + Rs) = 1005.42 t (B)
Ratio=Rs/Rb 0.4326
Allowable bearing resistant Qu(allow.) = FOS = 2.5 402.17 t
Also ignoring the Ngeffect in point bearing, Rb = 491.23 t
Total bearing resistant (Rb + Rs) = 794.83 t (C )
Ratio=Rs/Rb 0.6180
Allowable bearing resistant Qu(allow.) = FOS = 2.5 317.93 t
Uplift resistant = Skin resistant of pile/2 FOS = 2.5 -60.72 t
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Daimeter of pile (D) = 1.20 m
Effective pile length from bottom of pile cap = 20.00 m
Height of GL from bottom of pile cap = 2.30 m
Depth of water table from GL = 2.30 m
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 Dry density 1.87 t/m^3
0 - 20 m 20.00 Submerged density 0.87 t/m^3Total = 20.00
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 f 33.0 degrees
0 - 20 m 20.00 f 33.0 degrees
Total = 20.00
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 c 0 t/m^2
0 - 20 m 20.00 c 2 t/m^2
Total = 20.00
Qu(ultimate) = Ap*(0.5 * D * g* Ng+ Pd * Nq) + Sum (K i to d * Pdi * tan * Asi) +Ap * (c * Nc) + * Ci * Asi
Cross sectional area of pile (Ap) = 1.1304 m^2
Unit weight of soil above water table = 1.87 t/m^3
Effective unit weight at soil at pile toe = 0.87 t/m^3
Cohesion at pile toe = 2.00 t/m^2
For f= 33 degrees Nc = 9 Nq = 27.34 Ng= 37.77
Overburden pressure at bottom of pile cap (Pd0) = 4.301 t/m^2
Overburden pressure (Pd1) = 4.30 t/m^2
Overburden pressure (Pd2) = 17.40 t/m^2
Total overburden pressure (Pd) = 21.70 t/m^2
Point resistant (Rb) = Ap*(0.5 * D * g* Ng+ Pd * Nq) + 713.31 t
Ap * (c * Nc)
Adopt value of K = 1.00 & d= f tan d= 0.649a= 0.40 Average Ci = 2.00 t/m^2
As1 = 0.00 m^2
As2 = 75.40 m^2
As = As1 + As2 75.40 m^2
Average overburden pressure for upper part of pile = 4.30 t/m^2
Average overburden pressure for lower part of pile = 13.00 t/m^2
Skin friction resistant (fs1) = 0.00 t
Skin friction resistant (fs2) = 636.58 t
Total skin friction resistant (Rs) = a* Ci * Asi + 696.90 t
Sum (K i to d * Pdi * tand * Asi)
Total bearing resistant (Rb + Rs) = 1410.21 t (A)
Ratio=Rs/Rb 0.9770
Allowable bearing resistant Qu(allow.) = FOS = 2.5 564.08 t
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Limiting the overburden pressure upto 20 times of dia. of pile, i.e. 20.00 m
Actual length of pile provided = 20.00 m
and assuming water table reach the GL, Hence gsubmerged = 0.87 t/m^3
Maximum overburden pressure = 17.4 t/m^2
Adopt value of K = 1.00 & d= f tan d= 0.649
As = 75.40 m^2
Total skin friction resistant (Rs) = a* Ci * Asi + 486.31 t
Sum (K i to d * Pdi * tand * Asi)Total bearing resistant (Rb + Rs) = 1199.61 t (B)
Ratio=Rs/Rb 0.6818
Allowable bearing resistant Qu(allow.) = FOS = 2.5 479.85 t
Also ignoring the Ngeffect in point bearing, Rb = 537.75 t
Total bearing resistant (Rb + Rs) = 1024.06 t (C )
Ratio=Rs/Rb 0.9043
Allowable bearing resistant Qu(allow.) = FOS = 2.5 409.62 t
Uplift resistant = Skin resistant of pile/2 FOS = 2.5 -97.26 t
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Daimeter of pile (D) = 1.20 m
Effective pile length from bottom of pile cap = 25.00 m
Height of GL from bottom of pile cap = 2.30 m
Depth of water table from GL = 2.30 m
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 Dry density 1.87 t/m^3
0 - 25 m 25.00 Submerged density 0.87 t/m^3Total = 25.00
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 f 33.0 degrees
0 - 25 m 25.00 f 33.0 degrees
Total = 25.00
Depth Length BH-01 BH-02 BH-03 BH-04 Average
0 - 0 m 0.00 c 0 t/m^2
0 - 25 m 25.00 c 2 t/m^2
Total = 25.00
Qu(ultimate) = Ap*(0.5 * D * g* Ng+ Pd * Nq) + Sum (K i to d * Pdi * tan * Asi) +Ap * (c * Nc) + * Ci * Asi
Cross sectional area of pile (Ap) = 1.1304 m^2
Unit weight of soil above water table = 1.87 t/m^3
Effective unit weight at soil at pile toe = 0.87 t/m^3
Cohesion at pile toe = 2.00 t/m^2
For f= 33 degrees Nc = 9 Nq = 27.34 Ng= 37.77
Overburden pressure at bottom of pile cap (Pd0) = 4.301 t/m^2
Overburden pressure (Pd1) = 4.30 t/m^2
Overburden pressure (Pd2) = 21.75 t/m^2
Total overburden pressure (Pd) = 26.05 t/m^2
Point resistant (Rb) = Ap*(0.5 * D * g* Ng+ Pd * Nq) + 847.74 t
Ap * (c * Nc)
Adopt value of K = 1.00 & d= f tan d= 0.649a= 0.40 Average Ci = 2.00 t/m^2
As1 = 0.00 m^2
As2 = 94.25 m^2
As = As1 + As2 94.25 m^2
Average overburden pressure for upper part of pile = 4.30 t/m^2
Average overburden pressure for lower part of pile = 15.18 t/m^2
Skin friction resistant (fs1) = 0.00 t
Skin friction resistant (fs2) = 928.85 t
Total skin friction resistant (Rs) = a* Ci * Asi + 1004.25 t
Sum (K i to d * Pdi * tand * Asi)
Total bearing resistant (Rb + Rs) = 1851.99 t (A)
Ratio=Rs/Rb 1.1846
Allowable bearing resistant Qu(allow.) = FOS = 2.5 740.80 t
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8/14/2019 Pile capacity check.xlsx
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Limiting the overburden pressure upto 20 times of dia. of pile, i.e. 25.00 m
Actual length of pile provided = 25.00 m
and assuming water table reach the GL, Hence gsubmerged = 0.87 t/m^3
Maximum overburden pressure = 21.75 t/m^2
Adopt value of K = 1.00 & d= f tan d= 0.649
As = 94.25 m^2
Total skin friction resistant (Rs) = a* Ci * Asi + 741.01 t
Sum (K i to d * Pdi * tand * Asi)Total bearing resistant (Rb + Rs) = 1588.75 t (B)
Ratio=Rs/Rb 0.8741
Allowable bearing resistant Qu(allow.) = FOS = 2.5 635.50 t
Also ignoring the Ngeffect in point bearing, Rb = 672.19 t
Total bearing resistant (Rb + Rs) = 1413.19 t (C )
Ratio=Rs/Rb 1.1024
Allowable bearing resistant Qu(allow.) = FOS = 2.5 565.28 t
Uplift resistant = Skin resistant of pile/2 FOS = 2.5 -148.20 t
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