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5.1 Design of Sanitary Wastewater Manholes Purpose of Calculation : The : The purpose of this calculation is to determine the size of manholes, thickness of wall, cover slab and base slab. Assumptions: 1. Assume water table is 1 meter below finish grade.
Diagram: Tw
B
Tw
Ts
Tw H W Tw
Tb PLAN
Assume manhole size B= 1.20 m
SECTION
Ts =
0.25
m
W=
1.20
m
Tw =
0.30
m
H=
2.20
m
Tb =
0.30
m
Design Parameters Unit weight of concrete ( yc )
=
24
kN/m
Unit weight of submerged soil ( ys )
=
10.5
kN/m
Unit weight of dry soil ( ys1 )
=
18
kN/m
Unit weight of water ( yw )
=
10
kN/m
Soil Bearing Capacity ( SBC ) Angle of internal friction ( f ) Coefficient of friction bet soil & conc ( m ) Compressive strength of concrete ( f'c )
= = = =
100 30 0.4 27.58
kN/m deg
Yield strength of rebars ( f y )
=
414
MPa
Live load surcharge ( s )
=
10
kN/m
2
MPa 2
Vertical Loads ( Wt ) W mh = Weight of manhole = W 1 + W 2 + W 3 W 1 = Weight of slab = ( yc ) ( B W Ts ) =
8.64
kN
W 2 = Weight of walls = ( yc ) [ ( 2 B H Tw ) + ( 2 W 1 H Tw ) ]
=
95.04
kN
W 3 = Weight of base slab = ( yc ) ( B1 W 1 Tb ) = W mh =
127.01
23.33
kN
31.68
kN
kN
W w = Weight of water = ( yw ) ( B W H ) W t =
158.69
=
kN
Actual soil bearing pressure ( q a ) ( Full of water ) qa = W t / A A = W 1 B1 = 3.24 kN/ kN/m < 48.98 100 Factor of safety against uplift ( empty ) FS = W e / Fu qa =
kN/m kN/m
2
2
Mu = wu L / 8
L=
( SAFE SAFE ) Fu = (yw) [(B + 2 Tw) (W + 2 Tw) (H + Tb - 1)]
Ru = r f y [ 1 - 0.59 ( r f y / f'c ) ] r= 0.75 rb rb =
48.60
0.85 f'c b 600 =
0.02848
f y ( 600 + f y ) r = rmin =
Ru = d=
0.02136 1.4 / f y = 7.170 20.12
Reinforcing Bars As =
0.00338
<
MPa mm <
165
0.02136 mm ( SAFE )
= 52.43 mm ² Asmin = 0.0018 b Ts mm² < As = 450 Using 16 mm diameter bar;As16 = S= Use
444.44 200
200
mm mm on center top and bottom
mm²
f'c = fy = r = Mu =
mm mm mm
27.58 MPa 414 MPa 0.02136 2.61 kN-m
Design of wall Pressure Coefficients: Active pressure Ka = ( 1 - sin f ) / ( 1 + sin f ) Ka =
0.33 Considering 1 meter strip of wall Lateral pressure on wall (submerge soil) Height of surcharge, h = surcharge / density of soil h= 0.95 m Submerged soil 2 F1 = (1/2) Ka ys ( H + h ) ( 1 ) = 17.39 Sea water 2 F2 = (1/2) Ka yw H ( 1 ) = 8.07 25.46 Lateral pressure on wall (dry soil) Height of surcharge, h = surcharge / density of soil h1 = 0.56 m Dry soil 2 F3 = (1/2) Ka ys1 ( H + h1) ( 1 ) = 22.78
0.95
surcharge
2.20
F1
kN kN kN (g (govern)
kN
F2
(1/2) Ka ys (H+h)
2
(1/2) Ka yw H
2
M = 0.128 F1 ( H + h ) + 0.128 F2 H = 9.29 kN-m Mu = 1.7 M = 15.79
kN-m
Required Depth ( d ) Mu d=
f =
0.90
b=
1000
mm
mm
Ru =
7.17
MPa
( SAFE )
Mu =
15.79
kN-m
f b Ru
d=
49.47
mm <
215
Reinforcing Bars ( vertical ) As = Mu
d=
215
mm
Tw = f'c = fy =
300 27.58 414
mm MPa MPa
r =
0.02136
f =
0.90
b=
1000
mm
mm
Ru =
7.17
MPa
( SAFE )
Mu =
9.99
kN-m
Mu
d=
215
mm
f d f y [ 1 - 0.59 ( r f y / f'c ) ]
Tb = f'c = fy =
300 27.58 414
mm MPa MPa
r =
0.02136
f d f y [ 1 - 0.59 ( r f y / f'c ) ]
= 243.11 mm² Asmin = 0.0018 b Tw mm² < As = 540 Using 16 mm diameter bar;As16 = S= Use
370.37 200
200
mm²
mm mm on center each face
Reinforcing Bars ( horizontal ) Asmin = 0.0025 b Tw mm² < As = 750 Using 16 mm diameter bar;As16 = S= Use
267 200
200
mm²
mm mm on center each face
Design of base Considering 1 meter strip of base 1.20
48.98 2
M = qa L / 12 L= 1.20 = 5.88 KN-m Mu = 1.7 M = 9.99 kN-m
m
Required Depth ( d ) Mu d= f b Ru
d=
39.35
Reinforcing Bars As =
mm <
215
= 153.82 mm² Asmin = 0.0018 b Tb mm² < As = 540 Using 16 mm diameter bar;As16 = S= Use
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