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08 - Pile Cap - 2 Pile
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08 - Pile Cap - 2 Pile
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CALCULATION SHEET
TITLE
71197
JOB No. ORIG.
CHECK
APPD.
PP
DJM
MVL
DESIGN FOR PILE CAP - TWO PILES
DESIGN DATA.
External load (Ultimate)
=
N1
=
750.0
kN
External Moment (Ultimate)
=
M
=
428.0
kN.m
Diameter of pile
=
DP
=
450.0
mm
Over all depth of pile cap
=
D
=
1500.0
mm
Clear cover
=
C
=
75.0
mm
Length of the column
=
a
=
400.0
mm
Width of the column
=
b
=
400.0
mm
Characteristics strength of steel
=
f y
=
460.0
N/ mm2
Characteristics strength of concrete
=
f cu
=
35.0
N/ mm2
=
L
=
3.00 * DP
=
1350
mm
=
200
mm
DIMENSIONS.
Centre to centre distance of pile Pile cap extension Length of pile cap
=
l
=
2200
mm
Width of pile cap
=
b
=
850
mm
Effective depth
=
d
=
D - C - (Dia. / 2)
=
1412
425
1350
mm 425
0 5 8
Slef weight of pile cap
=
N2
=
98
kN
vertical force due to external moment
=
N3
=
317
kN
Maximum vertical load per pile
=
Ps
=
(N1 + N2)/2 + N3 741
kN
ANALYSIS AND DESIGN. - TRUSS THEORY.
Maximum tension
=
T
As required As provided
=
10
T
26
=
PsL / 2d
=
354
kN
=
T / 0.95*f y
=
811
mm2
=
5309
mm2
=
Ps
=
741
OKAY
CHECK FOR SHEAR.
Shear across the cap
=
Actual shear stress
=
P vc
= =
PROJECT
SUB STATION
CLIENT
SABTANK / CAT
kN.
P / b*d 0.62
N/mm2 DATE
8/9/2004
1132009
DOCUMENT No.
CALCULATION SHEET
TITLE
71197
JOB No. ORIG.
CHECK
APPD.
PP
DJM
MVL
DESIGN FOR PILE CAP - TWO PILES
% As provided
=
100 As / bd
=
0.44
400/d
=
0.28
Design value for 400/d
=
1.00
=
0.54
Ultimate shear stress
=
vc
av
=
=
N/mm2
(L/2)-(a/2)-(DP/2)+(0.2*DP)
= Permissible stress
%
340
mm
2d vc / av
=
4.47
>
vc
N/mm2 OKAY
Actual shear stress CHECK FOR PUNCHING SHEAR.
Shear stress at face of the column
Shear perimeter at 1.5 d
=
P1.5
=
=
0.33
N/mm2
<
4.7
N/mm2
= =
Shear stress at 1.5 d
=
Ultimate shear stress
=
vc
N / (2a+2b)d
2a + 2b + 12d 18544
mm
N P1.5 * d
=
0.03
N/mm2
=
0.54
N/mm2
>
Shear stress at 1.5 d
OKAY
DESIGN ULTIMATE SERVICEABILITY.
Span / Effective depth ratio
=
0.96
<
20
=
1950
<
6246
mm2/m
OKAY
=
60000
>
6246
mm2/m
OKAY
=
26
<
49
mm
OKAY
=
1004
>
49
mm
OKAY
=
502
>
75
mm
OKAY
=
250
>
150
mm
OKAY
=
12.8
<
16
mm
OKAY
OKAY
(Table 3.9 BS 8110 part 1)
% of minimum reinforcement (Table 3.25 BS 8110 part 1)
% of maximum reinforcement (Section 3.12.6.1 BS 8110 part 1)
Minimum distance between bars (Section 3.12.11.1 BS 8110 part 1)
Maxi. distance between tension bars (Table 3.28 BS 8110 part 1)
Maximum cover for bars in tension (Section 3.12.11.2.5 BS 8110 part 1)
Maxi. distance between face bar (Section 3.12.11.2.6 BS 8110 part 1)
Minimum size of face bar (Section 3.12.5.4 BS 8110 part 1) PROJECT
SUB STATION
DATE
8/9/2004
CLIENT
SABTANK / CAT
DOCUMENT No.
1132009
SHEET
2/2
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