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Eccentric Footing
Eccentric Footing Design Sheet...
Author:
Jagadeesh Sundaram
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PROJECT
DESIGN OF ECCENTRIC FOOTING
Load from column (P)
=
200
kN
Column breath ( B)
=
230
mm
Column depth (D)
=
230
mm
Effective of cover (d')
=
60
mm
Grade of concrete (f ck )
=
20
N/mm
Grade of steel (f y )
=
415
N/mm
S.B.C of soil
=
120
kN/m
Load from column
=
200
kN
Self weight of footing (10 %)
=
20
kN
Total load
=
220
kN
Area of footing required
=
1.83
m
L
=
1.5
m
B
=
1.5
m
=
2.25
=
200/2.25
=
88.89
2 2
2
DESIGN
Footing Size Provided
Area provided Net upward soil pressure
2
O.K
2
kN/m
O.K =
Overall depth of footing slab Bending moment
Mu
Factored moment Q
=
250
mm
88.89 x 0.635^2 / 2
=
17.92
kNm
=
26.88
kNm
=
M u 2
bd =
26.88 x 10 ^ 6 1000 x 190 ^ 2
=
0.74
PROJECT
DESIGN OF ECCENTRIC FOOTING
Pt
Percentage of steel
=
50
1- 1- (4.6 / f ck ) x Q f y / f ck
Area of steel
Pt
=
Ast
=
Ast
=
0.22 P t x b x d 100 2
410
mm
P t,min x b x d
Ast,min
=
Ast,min
=
228
mm
=
10
mm
100
Diameter of bar
2
1000 x ast Spacing of bars
=
A st =
Provide
191
mm
mm # bars @
10
150
mm c/c
DISTRIBUTORS
Ast,min
=
228
Diameter of bar
=
Spacing of bars
=
2
mm
10
mm
1000 x ast A st =
Provide
10
344
mm # bars @
mm 150
mm c/c
PROJECT
DESIGN OF ECCENTRIC FOOTING
BEAM DESIGN
=
Load from footing slab
88.89 x 0.635
=
56.45
Breath of beam ( B)
=
300
mm
Depth of beam (D)
=
600
mm
Self weight of beam
=
Total load Span of beam Bending moment
Mu
300 x 600 x 25
=
4.5
kN/m
=
60.95
kN/m
=
1.5
=
m
60.95 x 1.5^2 / 2
=
68.57
102.85 kNm
Factored moment
Mu
=
Torsional moment
Tu
=
Factored moment
kN/m
kNm
88.89 x 0.635^2 / 2
=
17.92
kNm
Tu
=
26.88
kNm
Mt
=
T u ( 1+ D / b) 1.7
=
47.44
kNm
Mu > Mt Equivalent bending moment
Me
=
Q
=
150.29 kNm M u 2
bd =
150.29 x 10 ^ 6 300 x 540 ^ 2
= Percentage of steel
Pt
=
Pt
=
1.72 50
1- 1- (4.6 / f ck ) x Q f y / f ck
0.54
PROJECT
DESIGN OF ECCENTRIC FOOTING
Area of steel
Ast
=
Ast
=
P t x b x d 100
=
Ast,min
=
324
Diameter of bar
=
20
Number of Required
=
2.763
3
mm
P t,min x b x d
Ast,min
Provide
2
868
100
numbers
2
mm
mm
20
# bars Top and Bottom
=
60.95 x 1.5
CHECK FOR SHEAR
Maximum shear force
Factored shear force Equivalent shear force
Ve
=
91.425 kN
=
137.138 kN
=
V u + 1.6 T u / b 280.498 kN
Nominal shear stress
τv
=
1.73
Percentage of reinforcement
Pt
=
0.58
β
=
0.8 x fck 6.89 x P t
=
3.99
PROJECT
DESIGN OF ECCENTRIC FOOTING
Design shear strength of concrete τc
=
0.85 x 0.8 fck x( 1+ 5 β - 1 ) 6xβ
=
0.51
Diameter of stirrups
=
8
Spacing
=
mm
legged
0.87 x fy x A sv b x ( τv-τc)
Provide
2
legged
=
99
8
# stirrups
mmm 100
mm c/c
2
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