DESIGN OF PIER AND FOUNDATION 7.500 m C.L. 0.185 + 449.530 m
(bottom level of deck ) 1.30 m
VRCC PIER CAP
+ 448.230 m FSL
+ 445.605
2.275
m 0.400
3.750 m 2.950 VRCC
CBL
0.400
PIER
+ 443.955
1.5 0.60 VRCC Footing 4.60 m DETAIL OF PIER & FOUNDATION
0.800
4.600 m P L A N Hydraulic Particulars :1 Design Discharge through the Bridge 2 Effective Linear Water Way @ FSL
= =
3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18
Maximum Mean Velocity of Flow at FSL Full Supply Level Scour Level :Founding levels of Safe BearingCapacity of Soils. Number of Spans. Span c/c. of bearings Full Supply Level Bottom of Deck = Road Level Height of Deck .= Thickness of Wearing Coat Canal Bed Level Top of RCC Footing Thickness of Footing Scour level
V FSL Pier (Assumed)
FSL
CBL
= = = = = = = = = = = = = = = =
Superstructure and Loadings & Type of Substructure :1 2 3 4 5
Span length c/c. of bearings Total width of the Decking Carriageway Width Thickness of Uniform Wearing coat in CC M30 Type of Substructure Piers
= = = = = =
Design Loadings :1 Unit Weight of Dead Loads :Unit Weight of RCC Unit Weight of PCC 2 Type of Live loads :-
As per IRC: 6 - 2000. = = = +
Expansion ts :20mm Simple Expansion ts. ( I ) DEAD LOADS :(i) Calculation of Vertical Loads from Superstructure :Span C/C of bearings = 10.370 m Thickness of Expansion ts = 20 mm
Total length
= = =
Clear Span 10.000 + 10.740 m
+ 0.740
From MOST Drg. BD/9-75 Dead Load of pier =
184.58 t
(ii) Dead weight of Sub Structure :(a) Dead weight of caping beam Depth Tapering from
800 mm width at Top and bottom of pier 250 @ Top to 7.500 m
+ 449.530
+ 448.230 3.750 m 2.950
1.875 m
0.400 1.875
0.400 Caping Beam. Weight of Rectangular portion = Deep = 0.25 7.500 x 0.800 x 0.250 x Weight of Tapered portion = Height = 1.05 mm Area = 5.225 x 1.05 Total area = 5.486 m2 Weight of Taper portion = 5.486 x 0.800 x Hence the weight of caping beam = 3.750 + 0.400
2.950 m
0.800
Plan of Pier (b) Dead Weight of pier Size of Pier Top of Bed Block Bottom of Caping Beam
3.750 = =
449.530 m ; 448.230 m ;
x
0.800 Bottom of Pier FSL
Height of Pier = Height of Pier up to FSL Area of Pier =
448.230
= 2 2.950
443.06 = 5.175 +445.61 +443.1 = x 0.50 0.800 x 0.400 x 0.800 0.320 + 2.360
Total Area of Pier = Weight of Pier :Dry = 2.680 x 15% Buoyancy = 2.680 x + 2.680 x 100% Buoyancy = 2.680 x = 2.680 x ( c )Dead Weight of footing : Size of Footing Thickness Footing Area of Footing = 4.60 Volume Rect. = 16.56 x Taper = ( 2.80 Total Volume 100% Buoyancy - Footing Without Buoyancy
5.175 5.175 2.550 5.175 2.550
= 4.600 m x = 0.60 m x 3.60 0.30 + 3.60 ) x 2 4.968 + 4.416 9.384 x 1.500 9.384 x 2.500
= = = VRCC
x 2.500 - 2.55 x x 2.35 - 2.55 x x 1.500
Pier 3.750 m
0.400
4.600 m
0.300
0.60 VRCC Footing.
0.300
( II ) LIVE LOAD REACTIONS FROM SUPERSTRUCTURE :Effective Span = 10.37 m a). Class 70-R Wheeled Vehicle :I 17
II 17 1.37
0.185 A
III 17 3.05
IV 17 1.37
V 12 2.13
10.37 m
c/c.
VI 12 1.52
1.115
C.G. of Loads = =
Diagram for C.G. of Loads 17 ( 1.37 + 4.42 + 5.79) +12 x( 7.92+9.44) 4 x 17 + 12 x 2 405.18 / 92 = 4.404 4.404 m 92 t 4.219 m
6.1509
Maximum reaction without Impact =
92
Minimum reaction without Impact = b) Class - A Loading ( 1-lane ) :I II 11.4 11.4 1.20 4.30 0.185 A
92
C.G. of Loads = = Class - `A' : contd..
10.370 m c./c. Final Load Diagram x 6.1509 10.370 54.57
III 6.8 3
IV 6.8 2.055
10.37 m c/c. Diagram for C.G. of Loads 11.4x(1.20) +6.8 x ( 5.5+8.5) 11. 4 x 2 + 6.8 x 2 / 36.40 = 2.991 108.880
2.991 0.185
36.4 t m
2.806 m
7.564
A 10.37 m c./c. Final Load Diagram Maximum reaction without Impact = 36.4 x 7.5638 10.37 For Two lane Maximum reaction without Impact = = Minimum reaction without Impact = = (III) ECCENTRICITIES AND LONGITUDINAL FORCES :Effective width = 0.76 m
A Eccentricities :Bearing width
=
0.370 m 0.185
a). Dead load Eccentricity :Along Traffic (Longitudinal )
= =
0.380 0.195 m 184.58 x 2
Moment due to DL eccentricity of S.S : b) Live Load Eccentricity :Eccentricity along traffic 70 R Transverse Eccentricity across traffic
=
0.195
C/L of load 1.2
0.85
1.2
0.85
2.65 ET
1.1 3.75 1.20 + 0.425 + 2.05 +
=
= 1.100 m Max. Moments due to L.L.Ecentricities :(Including Braking Force Reaction = ( without Impact) Load = = Longitudinal Transverse Net moment
= =
56.810 56.810
x x
∕
3.710 t ) 53.100 56.810 t
+
0.195 1.100
= = =
B Longitudinal Forces :a) Braking Force :As per IRC:6-2000 cl:214.2
The braking force will be 20% of Train of Loads ocuupying the Span and will be acting at 1.20
RFL of 450.420 m Consider Class 70-R wheeled : Braking force = 20% of 92 x Force to be considered on each pier =
Height of S.S = 92.000 20% 18.400
Reaction due to Braking force up to Bearings =
/ 18.4 = say
Hence Moments due to Braking force from Bearing Level of Upto Bottom of Pier = 9.200 x Upto Bottom of Foundation + 442.5 m 9.200 x
Consider Class A Loading : Braking force = = =
2 x
(
3.7084 3.710 449.530
( +449.53 ( +449.53
Height of S.S =
20% of ( 36.4 x 2 ) 72.800 x 20 % 14.560 t
Force to be considered on each pier =
14.560
/
Reaction due to Braking force up to Bearings =
14.560 = Say
Hence Moments due to Braking force from Bearing Level of Upto Bottom of Pier = 7.280 x Upto Bottom of Foundation cap = 7.280 x
2
2.9345 2.940 449.530
( 449.530 ( 449.530
-
b) Water Current :Presumed to be hitting the Pier at 20o to flow. IRC:6-2000 Cl.213.5 Mean velocity of Water Current = 0.640 m/sec Max. Velocity @ FSL = V = 2 x v = 2 x 0.64 Square of Max. Velocity = V^2 = 0.905 ^2
The Intensity of Pressure on Pier = Where
k = k = V = Inclination of flow considered = Cos 20o = Width of Pier Thickness of Pier ( Cut Waters ) Scour level for Pier = +445.605
P
=
0.9 for triangular cut waters Cl.213 of IRC :6 - 20 1.5 for square ended piers as per Cl.213 of IRC :6 Max. Velocity of Water Current. 20 degrees. 0.9397 Sin20o = = 3.750 m = 0.800 m Bottom of Footing = +443.375 0.819 FSL
Ht =
2.230 m Scour Level
+443.375 +443.055
52 k X V^2
Ht = 0.320 m Water Current Intensity Diagram.
( i ) Water Current on Pier : The Intensity of Pressure on Pier =
V2 = 52 k V2
P = Average Pressure on Pier in Longitudinal direction : 52 x 0.900 x 0.819 x Sin 20^2 2 Average Pressure on Pier in Transverse direction : V2 = 52 x 0.9 x 0.819 x Cos 20^2 2 Lever arm
x 3
2
Forces due to water current on Pier : Longitudinal = 4.484 x
3.750
x
Transverse
0.800
x
=
=
33.854
2.230
x
Moments due to Water current on Pier :-
2.230 1000 2.230 1000
Longitudinal = 0.037 x ( 1.487 + 0.320 Transverse = 0.060 x ( 1.487 + 0.320 ( ii ) Water Current on Footing : Length of footing = 4.600 m Width of footing = 3.600 m There is no Water current effect on Footing. Moments due to Water current on Pier :for Footing design. Longitudinal = 0.037 x ( 1.487 + 0.320 Transverse
=
0.060
c) Wind Force :As per IRC:6-2000. Case - 1 :- Dry Condition. CBL = RCL = BOD = Wind force on Deck :
Average height of deck =
x
(
1.487
+
0.320
Maximum wind load acts when the Canal is D Wind force as per Cl. 212.3 should be double +443.955 m +450.420 m +449.530 m
Deck Length = Kerb + parapet Slab + W C ( 0.890
8.450 m ; 0.275 0.790 + 0.875
Height of Deck = +450.413 Total Deck length = 10.740 m As per Cl. 212.3 of IRC:6-1966 - Table - wind pressures, H P So, for H= for 2m 52 kg/m2 Say for 4m 63 kg/m2 6m 73 kg/m2 8m 82 kg/m2 Wind force on Deck = 75.05875 x 1.765 x 2x 1000 This force will be acting at half the height of the deck Level = + 1.765 449.530 2 Wind force on Moving Loads :As per Cl. 212.4 of IRC:-6:2000. The Intensity of wind force on moving loads = 300
Acting @ 1.5 m above RFL Length of Class -A , vehicle Hence force acting on Live Load
= = =
451.920 m
5.50 m 300 x 1000 1.650 /
Force effected on each Pier = Calculation of wind force moments on Deck :Due to Wind force on Superstructure :At Bottom of Pier = 0.711 x ( 450.413 At Footing = 0.711 x ( 450.413 due to wind force on moving loads :At Bottom of Pier = 0.825 x ( 451.920 At Footing = 0.825 x ( 451.920 Total Wind moments on Deck :- (LWL condition) At Bottom of Pier = 5.234 + 7.314 = At Footing = 5.661 + 7.809 = But Wind force as per Cl.212.6 of IRC:6-2000 Minimum 450 kg/m of wind on loaded structure acting at Hence force on Deck 450 x 10.740 = 1000 2 Moments due to this force : At Bottom of Pier = 2.417 x ( +450.42 At Footing = 2.417 x ( +450.42 The Moments as per Cl.212.3 & Cl. 212.4, will be considered. Wind force as per Cl. 212.7 :On Unloaded Structure : One span Laid Intensity of wind = 240 kg/m2 ; This is acting @ half the height of Deck Wind Force on Deck = 10.740 x 0.883 x Force on Pier = 2.275 / 2 Moments due to this force : Cl.212.7 of IRC:6-1966, At Bottom of Pier 1.137 x ( +450.41 At Footing 1.137 x ( +450.41 Case - 2 :- FSL Condition :FSL = 445.61 m Spans Length Height of Deck above FSL = 450.420 445.605 As per Cl. 212.3 of IRC:6-1966 - Table - wind pressures, H P So, for H= for 2.00 m 52.00 kg/m2 Say
for
4.00 6.00 Wind force on Deck
m m =
63.00 kg/m2 73.00 kg/m2 67.075 x 0.883 x 2 x 1000 This force will be acting at half the height of the deck Level The Design moments due to wind force Resolving along and across Traffic : for CBL & FSL Conditions : = Longitudinal = 12.548 x For Pier Design Transverse = 12.548 x For footing design = Longitudinal = 13.470 x Transverse = 13.470 x for Unloaded Condition : One span laid = 10.740 m ; span laid. = Longitudinal = 8.368 x For Pier Design Transverse = 8.368 x For footing design = Longitudinal = 9.051 x Transverse = 9.051 x (VI) DESIGN OF FOUNDATION @ + 442.455
The Foundations are designed for Both the Spans Laid and One span Laid conditions Foundation Level Scour Level = 2 dsm
= =
+442.455 +443.375
0.800
m
0.400 2.800 0.600 m Foundation Level. R.C.C. Footing. 3.600
1 a). Service + LWL Condition :Vertical loads :1 Dead Load From Superstructure 2 Weight of Caping Beam
DETAIL OF PIER FOUNDATION. Both the Spans laid Condition :-
3 4
Weight of Pier Weight of Footing - with out buoyancy Total Dead loads
Live Load Reactions :1 Total Live Loads = Total Dead + Live loads for Design 2 Braking force Moments about 442.455 m Level :S. No. Type of Force Load LA 1 Dead Load Moments 257.44 1.875 2 Live Load Eccentricity 56.04 0.195 313.47 3 Braking Force 9.200 7.965 Moments without Wind 4 Wind Force ( On Loaded structure) Moments with Wind X = 493.62 ∕ 313.47 = 1.575 m e = 1.575 1.8 = 0.225 m Ml = x 0.225 313.475 = 70.636 t -m Section Properties :Size of Footing = 4.60 Area A = 4.60 x 3.60 Section Moduli = Zl = 4.60 x 3.60 ^2 / Zt = 3.60 x 4.60 ^2 / Foundation Pressures :Service + LWL. a). Without Wind : 313.47 ( +/- ) 70.64 ( +/- ) 16.56 9.94 = 18.93 ( +/- ) 7.11 ( +/- ) 4.92 = < b) With Wind : 317.79 ( +/- ) 74.9 ( +/- ) 16.56 9.94 = 19.19 ( +/- ) 7.54 ( +/- ) 5.62 = < 35 x b). Service + FSL - Condition :Vertical loads :-
1 2 3 4
Dead Load From Superstructure Weight of Caping Beam = Weight of Pier ( 100% buoyancy ) = Weight of Footing - 100% buoyancy = Total Dead loads
Live Load Reactions :Total Dead + Live Loads 442.455 m Level :-
Moments about S. No. Type of Force 1 Dead Load Moment 2 Live Load Eccentricity 3 Braking Force 4 Water Current Moments without Wind 5 Wind Force ( On Loaded structure) Moments with Wind Section Properties :Size of Footing = 4.60 Area A = 16.56 m2 Z l = 9.936 m3 X = ∕ 493.618 306.641 = 1.610 m e = 1.610 2 = 0.390 m Moment about centre = 306.64 x 0.390 = 119.7 tm Foundation Pressures :a) Without Wind : 306.64 ( +/- ) 119.7 ( +/- ) 16.560 9.936 = 18.517 ( +/- ) 12.043 ( +/- ) 4.934 = > b) With Wind : 306.64 ( +/- ) 123.97 ( +/- ) 16.560 9.936 = 18.517 ( +/- ) 12.477 ( +/- ) 5.634 = < 2 One Span laid Condition :a). LWL Condition :Vertical loads :1 Dead Load From Superstructure 184.58 2
2 3 4
Weight of Caping Beam Weight of Pier ( Dry ) Weight of Footing - 100% buoyancy Total Dead loads
5
Total Live Load 6 Braking force Total DL + LL +442.455 m Level :Load LA 165.15 2 58.28 1.355 9.20 9.165
Moments about S. No. Type of Force 1 Dead Load Eccentricity 2 Total LL Moments 3 Braking force Moment Moments without Wind 4 Wind Force (Unloaded Section) Moments with Wind Section Properties :Size of Footing = Area A
=
16.560 m2 X e ML
Foundation Pressures :a) Without Wind :
Zl = = = = = =
=
4.60 9.936 m3
496.47 ∕ 2.134 m 2.134 0.134 m 232.62 x 31.224 tm
232.624 ( +/- )
232.62 2 0.134
31.224 ( +/- ) 16.560 9.936 = 14.047 ( +/- ) 3.143 ( +/- ) 0.000 = < b) With Wind : 90.431 ( +/- ) 232.624 ( +/- ) 16.560 9.936 = 14.047 ( +/- ) 9.101 ( +/- ) 0.470 = < b). Service + FSL - Condition :One span Laid condition. 1 Dead Load From Superstructure 2 Weight of Caping Beam = 3 Weight of Pier ( 100% buoyancy ) = 4 Weight of Footing - 100% buoyancy =
Total Dead loads 5 6
Total Live Load Braking force Total Load +442.455 m Level :Load LA 158.311 2.000 58.279 1.905 9.200 6.015
Moments about S. No. Type of Force 1 Dead Load Eccentricity 2 Total LL Moments 3 Braking force Moment Moments without Wind 4 Water Current 5
Moments without Wind ( On Unloaded structure) Moments with Wind
Wind Force
X
= = = = =
Moment Section Properties :Area A = Foundation Pressures :a) Without Wind :
158.311 ( +/- )
9.56 ( +/- )
b) With Wind : =
9.560
DESIGN OF RCC FOOTING @
∕
225.790
2.152 2.152 2.000 0.152 m 158.31 x 0.152 = Size of Footing = 4.60 16.560 m2 Z l = 9.936 m3
e
=
485.945
16.560 2.425 ( +/- )
158.311
( +/- )
16.560 2.717
24.095 ( +/- ) 9.936 0.011 = <
( +/- ) 26.991 ( +/- ) 9.936 ( +/- ) 0.482 = < +442.455
The maximum pressures are due to Service + LWL (without wind ) condition. Pressure on Soil :-
Without Wind : =
313.475 ( +/- )
70.636 ( +/- ) 9.936 4.922 = 0.800 m
16.560 7.109 ( +/- )
18.930 ( +/- )
RCC Pier 1.400 m 0.400 1.00 0.30
2.80
0.600
3.60 M
x
0.30 0.858 DETAIL OF PIER FOUNDATION. 3.60 m 0.858 Y X 6.898 Pier 1.400
25.226
Y X 21.603 1.400
With 50mm Cover and Effective depth =
16 600
PRESSURE DIAGRAM mm Bars : 50 8
Check for Bending :At the Face of Pier . Moment due to Uniform Pr. 21.603 x Triangular Pr. =
(
30.961
-
L.A. = 1.4 ^2 2 21.603 ) x
1.400
1.4 2
Total Deduct :Self weight +
=
0.300 0.30 x
x 1.400
1.400 x
(
x 1.000
1.4 2 +
2 0.3
x
0.400 2.000
x
1.400
x
(
0.400
x
Total due to self weight Net Moment for Footing Design =
27.285
Using M-20 Grade Concrete : and 16mm tor bars Depth of section required =
Q =
0.918 8.290
26.37 x 100000 100 x 8.2899 26.366 x 100000 x 0.886 x 54.200 x 54.200 x 100
Area of steel =
2000 Minimum steel @ 0.12 % = 0.12 100 Distribution steel = 0.300 x Provide 20 mm; tor. @ and 12 mm; tor. @ Check for Shear at`d' from face of Abutment = Shear Force / meter = ( 30.96 Deduct Self Weight
-
= +
0.300 0.30
27.453 = 8.236 130 mm c/c.@ Bott. Longitudinals. 200 mm c/c.at Bottom Transverse. X-X= 858 + 25.226 ) x 2 x 1.400 x x 1.400 x Total Self weight
Net Shear for Design = Shear Stress = 100 As / bd =
24.104 23.66 x 1000 100 x 54.2 0.446 Allowable
0.444 =
4.365
tc
= 2.104 < 4.365 HENCE NO SHEAR REINFORCEMENT IS REQUIRED. 12 mm, tor @ 150 At Top provide nominal steel
the dimensions of pier and reinforcement in it is adopted from Most drawing no:BD/8-
design the footing considering above dead loads and live loads
NDATION
0.185 0.25 m 1.05 m
2.275 m
5.175 1.650
+443.055 m
+ 442.455
FOUNDATION
3.60 m
9.903 Cumecs 13.450 m
m
0.64 m/sec +445.605 m +443.375 m +442.455 m 35.000 t/m2 2.000 Nos 10.370 m +445.605 m +449.530 m +450.420 m 0.790 m 0.100 m +443.955 m +443.055 m 0.600 m +443.375 m
10.370 m 7.500 m 7.500 m 0.100 m VRCC 0.800 m thick
2.500 t/m3 2.400 t/m3 One lane of Class - 70 R Two Lanes of Class - A
( 2 x Bearing Width )
idth at Top and bottom of pier 1300 @ Pier. 0.800
m
0.25 1.05 0.8 m Section. mm 2.500 = 2.500 10.973
=
3.750 t
5.4863 m2 = =
10.973 t 14.723 t
0.400
with Triangular cut waters. Bottom of Pier = 443.055 m ; = 445.605 m ;
m 2.55 = = = = =
2.500
0.320 m2 2.360 m2 2.680 m2 34.672 t 33.647 t
2.500
= 27.838 t
3.600 m = = 4.60 = = = =
16.560 m2 4.968 m3 x 0.30 4.416 m3 9.384 m3 14.076 t 23.460 t
m 2.800 m 3.600 m
0.185 B
.G. of Loads
m
from Load I (17 t)
m
m c./c. Load Diagram =
54.57 t
@A
=
37.43 t
@B
B .G. of Loads
m
from Load I ( 11.4 t)
m B
m c./c. Load Diagram =
26.550 t
26.550 x 2.00 53.100 t @ A 36.400 26.550 9.850 t @ B
0.76 0.185
(0.37/2) 0.195
=
17.997 t-m
-
7.5 2
m C/L of deck
2
3.710
11.078 t-m 62.491 t-m 73.569 t-m
Span and will be acting at 1.20m above
Height of S.S =
0.790 0.890 = 9.200 t
= 1.2
+ 10.370
+ 0.10 m 18.400 t
0.890
)
t t + 443.055 & + 442.455 = 59.570 t-m +443.055 ) +442.455
Height of S.S =
)
= 65.090 t-m 0.600 m
= x
7.28 t 1.200
+ 0.890 10.370
t t 443.055 & ) 443.055 ) 442.455
= =
442.455
= =
47.138 t-m 51.506 t-m
0.905 m/sec 0.819
k X V^2
ut waters Cl.213 of IRC :6 - 2000 ed piers as per Cl.213 of IRC :6 - 2000
0.342
m of Footing
=
+442.455
Bottom of Pier y Diagram. 2
( v sin 20 0 )
=
4.4842 Kg/m2 2
( v sin 20 0 ) = 33.854 Kg/m2
=
1.4867 m
=
0.037 t
=
0.060 t
) )
= =
0.068 t-m 0.109 t-m
oting design. + +
0.600 ) = 0.600 =
0.090 t-m 0.145 t-m
d load acts when the Canal is Dry. per Cl. 212.3 should be doubled.
+0.600 +0.100 ) +443.955
So, for
H= P=
10.74
∕ = =
2.000 0.883 m 6.457 m
6.457 m 75.059 kg/m2
=
=
r Cl. 212.4 of IRC:-6:2000. kg/m
0.711 t
+ 450.413 m
5.500
=
1.650 t
2
=
0.825 t
443.055 442.455
) )
= =
5.234 t-m 5.661 t-m
443.055 442.455
) )
= =
7.314 t-m 7.809 t-m
12.548 tm 13.470 tm RFL =
+443.055 +442.455
= 2.417 t
) )
One span Laid
= =
=
+450.413 m
2.275 t
= +443.055 +442.455
Spans Length
So, for
H= P=
) )
1.137 t = =
= =
17.798 t-m 19.247 t-m
10.740 m ;
= =
240 1000
450.420 m
8.368 t-m 9.051 t-m 10.740 m 4.815 m
4.82 m 67.075 kg/m2
10.740
= < =
0.318 t 0.711 t 450.413 m
due to wind force
0.320 0.660 0.320 0.660 m ; span laid. 0.320 0.660 0.320 0.660 m
= = = =
4.015 t-m 8.282 t-m 4.310 t-m 8.890 t-m
= = = =
2.678 t-m 5.523 t-m 2.896 t-m 5.973 t-m
d and One span Laid conditions.
+443.375 +443.055 m
+442.455 m m
ER FOUNDATION. ns laid Condition :-
= =
184.580 t 14.723 t
= = =
34.672 t 23.460 t 257.435 t
= = =
56.040 t 313.475 t 9.200 t
Long.
Trans.
482.691
10.928
62.491
493.618
73.278 62.491 8.890 71.381
566.896
4.310 571.207
m
x
6 6
3.60 m = = =
62.49 12.70 30.961 / 35 t/m2 71.38 12.70 32.355 / 1.333 =
16.56 m2 9.936 m3 12.696 m3
6.898 t/m2
6.025 t/m2 46.655 t/m2
= = = = = = =
184.580 t 14.723 t 27.838 t 23.460 t 250.601 t 56.040 t 306.641
Long. Trans. 482.69 10.928 62.491 73.278 0.000 0.068 0.145 566.90 62.636 4.310 8.890 571.21 71.526 x 3.60 m Zt = 12.696 m3
62.636 12.696 35.494 / 35 t/m2 71.526 12.696 36.628 / 46.655 t/m2 d Condition :-
=
1.540 t/m2
0.406 t/m2
92.290 t
= = = = = = = Long.
14.723 t 34.672 t 23.460 t 165.145 t 58.279 t 9.200 t 232.624 t Trans. 0.000
330.290
78.968 84.318 0.000 5.973 5.973
493.576
2.896 496.472
m Zt
x =
3.60 m 12.696 m3
0.000 12.696 17.190 / 35 t/m2 5.973 12.696 23.619 / 46.655 t/m2
10.905 t/m2
4.475 t/m2
d condition. = = = =
92.290 t 14.723 t 27.838 t 23.460 t
= = = =
Total Load Long. 316.622
158.311 t 58.279 t 9.200 t 225.790 t Trans. 0.000
111.021 55.338 482.981 t - m
0.068 483.049 t - m
2.896 485.945 t - m
0.145 0.145 5.973 6.119
24.0950796 t-m x 3.60 Zt = 12.696 m3 0.145 12.696 11.996 / 35.000 t/m2
7.123
t/m2
6.361
t/m2
6.119 12.696 12.758 / 46.655 t/m2
wind ) condition.
62.491 12.696 30.961
/
6.898 t/m2
Foundation
ER FOUNDATION.
30.961
DIAGRAM = =
542 mm ; 54.2 Cms ;
m; = x
^2 0.400
1.400
21.171 t-m x
= =
2 3 6.114 t-m 27.285 t-m
=
0.412 t-m
) ^2
1 3
due to self weight
= +
0.412 t-m 1.000 )
= =
0.10 t-m 0.918 t-m
=
26.366 tm/m
=
56.396 cms.
t/m2
=
27.453 cm2
=
6.504 cm2 114.44 mm
20 mm ; tor cm2 @ Bott. Longitudinals. at Bottom Transverse. mm ; from Edge. 0.858 = 0.858 0.4 2
24.166 cm2. 24.104 t
= =
0.360 t 0.084 t
=
0.444 t
=
23.660 t
kg/cm2
kg/cm2 kg/cm2 ENT IS REQUIRED. mm, c/c. Bothways. 7.540 cm2 ed from Most drawing no:BD/8-75 & BD/9-75
DESIGN OF RETURN WALLS : (Beyond berm level) unit wt of concrete unit wt of earth
= =
2.400 t 2.100 t
0.3 + 451.170 0.15 + 450.645
W11 +
450.420
Road level
W3 W4
W1
W2
0.15
0.900 0.450 0.15 1.350
W5 1.650
+ 448.780 0.45 + 448.330
Design same as per the design of return for SLRB.