Challenge

Week 12 Challenge

Aim:

Need to differentiate active & passive earth pressure.

Based on the given data, load over the bridge to be calculated & well foundation to be designed for that loads.

Reinforcement tonnage to be calculated for all componenets of well foundation.

Need to sketch all components of well foundation with reinforcement details.

Introduction & Explanation:

Due to excessive pressure of the retained soil, the retaining wall tends to move away from the back fill. Consequently a certain portion of the back fill located immediately behind the retaining wall, gets separated from the rest of the soil mass and hence the earth pressure on the retaining wall decreases. The wedged shaped portion of the back fill tending to move with the wall, is called the failure wedge. The retaining wall is kept in equilibrium by resisting force developed due to shear strength of the soil along the plane of the failure wedge in a direction away from the retaining wall. There is a limit within which the retaining wall may move from the back fill, thereby limiting the pressure. The minimum pressure exerted by the soil on the retaining wall, is called Active Earth Pressure.

Whenever the retaining wall moves towards the back fill due to any natural cause, the earth pressure increases because the retaining soil gets compressed and the resulting shearing strength develops along the plane of the failure wedge in direction towards the retaining wall. The pressure reaches a maximum limit when the shearing resistance of the soil has been fully mobilized. The maximum earth pressure due to maximum shear stress on the retaining wall is called Passive Earth Pressure.

Load calcualtion and well foundation calcualtions are explained with the help of spreadsheet as shown below:

BASIC DESIGN DATA
Given data
Span and Cross section
Left span
c/c of exp.joint 13.3 m
c/c of bearing 12.3 m
Girder overhang beyond bearing 0.35 m
Dist. of bearing to exp.joint 0.5 m
Right span
c/c of exp.joint 13.3 m
c/c of bearing 12.3 m
Girder overhang beyond bearing 0.35 m
Dist. of bearing to exp.joint 0.5 m
Total Deck width 12 m
Carriageway width 9 m
Footpath width (one side) 1.5 m
Width of Crashbarrier-both sides 0.5 m
Width of median 0.5 m
Superstructure details
No. of girders 4
Spacing of girders 3 m
Cantilever on both sides 1.5 m
Depth of Superstructure-left 1.32 m
Depth of Superstructure-right 1.32 m
CG of superst. from bottom-left 0.88 m
CG of superst. from bottom-left 0.88 m
Wearing coat thickness 0.065 m
Dist. of FRL from bearing of least height 10.9 m
Bearing thickness 0.07 m
Pedestal thickness 0.25 m
Superelevation 2.5 %
Levels
Height of Substructure = Assume 7.665 m
Finished Road Level FRL = 214.500
Founding Level (Design) FL = 177.50
Zero Shear Level ZSL = 184.000 m
Lowest Water Level LWL = 204.000
Highest Flood Level HFL = 210.403
Maximum Scour Level MSL = 190.450 m
Well Cap bottom Level WCBL = 202.500
Well Cap top Level WCTL = 204.500
Pier Cap Top Level CTL = 211.765
Bearing Level (Avg) BRL = 212.165 m
Clear cover for foundation = 75 mm
Water current Data
Max. mean velocity 3.11 m/s
Constant 'k' for pier in transverse dir 0.66
Constant 'k' for pier in longitudinal dir 0.66
% of uplift considered 100 %
MATERIALS USED
For piercap, pier, well cap
Grade of Concrete fck M35
Design strength of concrete fcd 15.63 MPa
Grade of Steel fyk Fe500
Design strength of steel fyd 434.8 MPa
Coef. of thermal expansion of concrete 1.2 E-05/˚ c
Shrinkage strain for concrete 2 E-04
Modulus of elasiticity of steel Es 200000 MPa
Modulus of elasiticity of concrete Ecm for M35 32000 MPa
Mean axial tensile strength of concrete fctm 2.8 MPa
Density of Concrete (RCC) = 2.5 t/m3
Density of Wearing coat = 2.2 t/m3
For well steining
Grade of Concrete fck M30
Design strength of concrete fcd 13.4 MPa
Coef. of thermal expansion of concrete 1.2 E-05/˚ c
Shrinkage strain for concrete 2 E-04
Modulus of elasiticity of concrete Ecm for M30 31000 MPa
Mean axial tensile strength of concrete fctm 2.5 MPa
Soil Parameters
Density of sand fill in well 2 t/m3
Density of dry backfill 2 t/m3
Density of submerged backfill 1 t/m3
Net SBC 80 t/m3
Type of soil medium soil
Load on Superstructure :
Dead load
Total weight of Superstructure-left = 199 t
DL reaction of left span = 99.5 t
Total weight of Superstructure-right = 199 t
DL reaction of right span = 99.5 t
Total reaction on pier = 199 t
Unbalanced Long. Moment = 0 tm
Transverse ecc. of DL from pier c/l 0 m
Trans. Moment due to unbalanced DL 0 tm
SIDL (except WC)
Weight of Crash barrier = 1 t/m
Weight of Crash barrier = 26.6 t
Weight of median = 13.30 t
Weight of Footpath = 14.96 t
Total reaction on pier = 54.86 t
Total Long. Moment = 0.00 tm
Transverse ecc. of CB 0.00 m
Transverse ecc. of median 3.75 m
Transverse moment of median 49.88 tm
Transverse ecc. of footpath 4.75 m
Transverse moment of FP 71.07 tm
Total Trans. Moment = 120.95 tm
SIDL(WC)
Load Intensity due to WC 0.22 t/m2
Weight of WC 26.33 t
Intensity of FPLL P = P' - (40 x L - 300) / 9
= 474.22 kg/m2
= 7.11 kN/m
Intensity of FPLL 474.22 kg/m2
FPLL 0.474 t/m2
FPLL 9.46 t
Unbalanced Long. Moment = 0 tm
Trans. Moment due to unbalanced WC 52.67 tm
Seismic load
Seismic Zone = III
Zone factor, z =
Sa/g =
I = Importance Coefficient = 1.2
Response reduction factor R 1.5
Temperature variation 50 ˚C
Condition of exposure Moderate
Factor by which seismic force is increased 1.35

Substructure
Pier
Type of substructure RCC circular pier with piercap
No. of pier shaft 1
Piercap
Rectangular part
Length(T-T) 11 m
Length(L-L) 2.2 m
Height 0.8 m
Volume 19.36 m3
Weight 48.40 t
Trapezoidal part
Top Length(T-T) 11 m
Bottom Length(T-T) 2.2 m
Width at top 2.2 m
Width at bottom 2.2 m
Height 0.85 m
Volume 11.29 m3
Weight 28.24 t
Total weight of piercap 76.64 t
Piershaft
Diameter of the pier 2 m
c/s Area of the pier 3.14 m2
Height 6.02 m
Volume 18.89 m3
Weight 47.22 t
Total weight of subst 123.85 t
Foundation
Type of foundation Well
No of circular wells 1
Dia of well cap 3.6 m
External dia of well 5 m
Thickness of well cap 1.5 m
Assume depth of well fdn below top of wellcap 20
Thickness of steining reqd 0.671 m as per IRC78 Cl 708.2.3.1
Thickness of steining 0.7 m
Thickness of top plug 0.5 m
Thickness of intermediate plug 0
Thickness of bottom plug - top 0.3 m ass
Thickness of bottom plug - bottom 1.1 m ass
Ht of well curb 1.4 m
Projection of well curb from outer face of steining 75
Thickness of well curb at bottom 0.15 m
Depth of bottom plug above well curb top 0.3 m
Grip length of well 12.95 m
Ht of water fill
Ht of sand fill
FORCES AND MOMENTS DUE TO WATER CURRENT :
Velocity through the Vent = 3.11 m/sec
HFL = 210.403 m
Scour Level = 190.45 m
Pier Bottom Level 204.5
Founding level 177.5
Length of Pier/Abutment = 11 m
Width of Pier/Abutment = 2 m
Constant 'K' in transverse direction 0.66
Constant 'K' in longitudinal direction 0.66
Vmax = √2 x V mean = 4.398 m/sec
Intensity of Pressure, p = 52 K V 2 = 663.89 kg/m2
Water Current Forces:
Submerged Height of Pier = 5.26 m
Intensity of pressure at pier bottom level 0.643 t/m2
Dia of Pier= 2 m
Force on pier in transverse direction = 10.5 t
transverse moment at bottom of Pier 35.9 tm
Cross Current Forces:
As per Cl. 210.5 of IRC:6-2014, a deviation angle of 20˚ to the direction of flow is assumed.
Resolving the forces Along & Across the direction of flow,
Force on pier in transverse direction = 9.3 t
transverse moment at bottom of Pier 31.7 tm
Dia of Pier= 2 m
Force on pier in longitudinal direction = 0.6 t
longitudinal Moment at Base of Pier = 2.1 tm
Forces Summary due to water (at pier bottom)
Load case Load P Load (min) ML MT HL HT
t t tm tm t t
Water current 0˚ 0 0 0 52.80 0 13.60
Water current 20˚ 0 0 5.10 46.70 1.20 12.00
Forces Summary due to water (at wellcap bottom)
Load case Load P Load (min) ML MT HL HT
t t tm tm t t
Water current 0˚ 0 0 0 86.50 0 19.90
Water current 20˚ 0 0 13.10 71.40 6.70 12.70
Summary of Force Due to Water Current (At Point of zero Shear)
Load case Load P Load (min) ML MT HL HT
t t tm tm t t
Water current 0˚ 0 0 0 710 0 37.5
Water current 20˚ 0 0 73.1 627 4 33.1
Summary of Force Due to Water Current (At Foundation Level)
Load case Load P Load (min) ML MT HL HT
t t tm tm t t
Water current 0˚ 0 0 0 954 0 37.5
Water current 20˚ 0 0 98.8 842.4 4 33.1
Live load
Both span loaded
1 lane 70R wheeled
Load in left span = 37.75 t
Load in right span = 42.15 t
One span loaded
1 Lane 70R wheeled
Load in right span = 62.79 t
Load in left span = 0 t
Load % to be taken after reduction = No reduction
Impact factor - 1 L 70R = 1.24 as per IRC 6
Bearing Type Elastomeric
Both span loaded
1-70R wheeled
Live load reactions
Rb = 37.75 t
Rc = 42.15 t
Vertical force on pier = 79.9 t
Longitudinal moment = 2.2 tm
Total braking force at bearing lvl = 9.8 t
Total braking force at bearing lvl 10.2 t
Total Hrl force = 9.8 t
Transverse moment = 232.11 tm
One span loaded
1-70R wheeled
Load on left span = 0 t
Load on right span = 62.79 t
Vertical force on pier = 62.79 t
Longitudinal moment = 31.395 tm
Total braking force at bearing lvl = 18.4 t
Total Hrl force = 18.4 t
Transverse moment = 182.40 tm
Both span
Load case P max P min ML MT HL HT
t t tm tm t t
1-70R 79.90 79.90 2.20 232.11 10 0
One span
Load case P max P min ML MT HL HT
t t tm tm t t
1-70R 62.79 62.79 31.40 182.40 18 0
Normal case
Forces At bearing level
Load case P max P min ML MT HL HT
t t tm tm t t
1-70R two span 98.28 98.28 2.71 285.49 12.05 0
1-70R one span 77.2317 77.2317 38.62 224.36 22.63 0
Forces at pier bottom level
Load case P max P min ML MT HL HT
t t tm tm t t
1-70R two span 98.28 98.28 49.00 285.49 12.05 0
1-70R one span 77.2317 77.2317 92.00 224.36 22.63 0
Forces at cap bottom level
Load case P max P min ML MT HL HT
t t tm tm t t
1-70R two span 98.28 98.28 63.70 285.49 12.05 0
1-70R one span 77.2317 77.2317 119.60 224.36 22.63 0
Max scour level
Load case P max P min ML MT HL HT
t t tm tm t t
1-70R two span 98.28 98.28 212.81 285.49 12.05 0.00
1-70R one span 77.2317 77.2317 399.56 224.36 22.63 0.00
Point of zero shear
Load case P max P min ML MT HL HT
t t tm tm t t
1-70R two span 98.28 98.28 276.02 285.49 12.05 0.00
1-70R one span 77.2317 77.2317 518.24 224.36 22.63 0.00
Founding level
Load case P max P min ML MT HL HT
t t tm tm t t
1-70R two span 98.28 98.28 339.72 285.49 12.05 0.00
1-70R one span 77.2317 77.2317 637.84 224.36 22.63 0.00
WIND LOAD :
Height of Crash barrier = 0.5 Width of Superstructure = 12 m
h = Clear height of Pier = 7.665 m
Overall Depth of Superstructure : 1.32 m
Transverse Wind Force FT = Pz x A x G x CD
PZ = Hourly mean wind pressure in N/sq.m
A = Exposed area in sq.m
G = Gust factor
CD = Drag Coefficient
As per Table 4, Cl 209.2 IRC 6:2014
PZ = 1064.5
VZ = 42.1
Basic wind speed = 50 m/sec
Type of Terrain = Plain Terrain
Wind load on DL+SIDL
Gust factor, G = 2
CD = 1.3
Exposed solid area = 29.526 m2
Transverse Wind Force FT = Pz x A x G x CD
8.17 t
Wind force FLD =25% of Transverse Wind force FTD = 2.04 t
Projected area in plan producing obstruction, = 159.6 m2
Lift coefficient, CL = 0.75
Total upward wind force on superstruct.FvD=Pz x A x G x CL = -25.48 t
Wind load on Live load as per Cl. 209.4 of IRC: 6-2014 :
Basic wind speed is restricted to 36m/s, as for above speeds, it is considered that, deck is not carrying
any live load on it. (Cl.209.3.7,IRC 6:2014) = 36 m/sec
Distance to Railing top from OGL = 5.937 m
Type of Terrain = Plain Terrain
Hourly mean wind Pr., for a wind speed of 36m/s,4.744m height, Pz =
Wind speed VZ = 42.1 m/s
Wind load on Substructure as per Cl. 209.4 of IRC:6-2014 :
Piercap:
Area of Piercap exposed to wind above GL in m2 = 1.25
Ave. Height of Piercap from top of GL = 3.66
Ratio of thickness to breadth, t/b = 4.49
Ratio of Height to breadth, h/b = 0.33
Drag Coefficient for piercap from Table-6 CD = 1.2
Transverse Wind Force FT = Pz x A x G x CD
0.319 t
Forces at pier bottom level
HL wind -FT x sin θ 0.000
HT wind FT x cos θ 1.000
ML 0
MT 10.400
Forces at footing bottom level
HL wind -FT x sin θ 0.000
HT wind FT x cos θ 1.000
ML 0
MT 11.400
Pier:
Area of Pier exposed to wind above GL in m2 = 6.4
Ave. Height of Pier from top of GL = 9.13
Ratio of thickness to breadth, t/b = 12.14
Ratio of Height to breadth, h/b = 13.04
Drag Coefficient for piercap from Table-6 CD = 1.2
As per Table 4, Cl 209.2 IRC 6:2014
PZ = 1064.5 N/m2
VZ = 50 m/s
Transverse Wind Force FT = Pz x A x G x CD
1.635 t
Forces at pier bottom level
HL wind -FT x sin θ 0.000
HT wind FT x cos θ 6.100
ML 0
MT 69.900
Forces at footing bottom level
HL wind -FT x sin θ 0.000
HT wind FT x cos θ 6.100
ML 0
MT 76.000
Forces at pier bottom level
Load case Load (max) Load (min) ML MT HL HT
t t tm tm t t
Wind -25.48 -25.48 22.90 171.80 2.04 8.17
SUMMARY
Forces At bearing level
Load case Load P Load (min) ML MT HL HT
t t tm tm t t
DL 199 199 0 0 0 0
SIDL 54.86 54.86 0 120.95 0 0
SIDL (WC) 26.33 26.33 0 53 0 0
Forces at pier bottom level
Load case Load P Load (min) ML MT HL HT
t tm tm t t
DL 199.00 199.00 0 0 0 0
SIDL 54.86 54.86 0 120.95 0 0
SIDL (WC) 26.33 26.33 0 53 0 0
Forces at piercap bottom level
Load case Load P Load (min) ML MT HL HT
t tm tm t t
DL 199 199 0 0 0 0
SIDL 54.86 54.86 0 120.95 0 0
SIDL (WC) 26.33 26.33 0 53 0 0
One span dislodged condition
DL of superstructure 99.50 t
Long. Moment 49.75 tm
SIDL(wo WC)
Load on pier 27.43 t
Long. Moment 13.72 tm
Trans. Moment 0
SIDL( WC)
Load on pier 13.17 t
Long. Moment 6.58 tm
Trans. Moment 0
Forces At bearing level
Load case Load P Load (min) ML MT HL HT
t t tm tm t t
DL 99.50 99.50 49.75 0 0 0
SIDL 27.43 27.43 13.72 0 0 0
SIDL (WC) 13.17 13.17 6.58 0 0 0
Forces at pier bottom level
Load case Load P Load (min) ML MT HL HT
t t tm tm t t
DL 99.50 99.50 49.75 0 0 0
SIDL 27.43 27.43 13.72 0 0 0
SIDL (WC) 13.17 13.17 6.58 0 0 0
Forces at piercap bottom level
Load case Load P Load (min) ML MT HL HT
t t tm tm t t
DL 99.50 99.50 49.75 0 0 0
SIDL 27.43 27.43 13.72 0 0 0
SIDL (WC) 13.17 13.17 6.58 0 0 0
Calculation of weight of well
Weight of well cap
Length of well cap = 7.95
Width of well cap = 8.1
Thickness of well cap = 1.5
Weight of well cap = 322.0 t
Weight of top plug
Internal dia of well = 3.6
Height of top plug = 0.00 m
Weight of top plug = 0.0 t
Weight of steining
External dia of well = 5 m
Internal dia of well = 3.6
Height of steining at point of zero shear = 18.5 m
Weight of steining at point of zero shear = 1027.6 t
Height of steining at founding level = 22.8 m
Weight of steining at founding level = 1266.5 t
Weight of intermediate plug
Internal dia of well = 3.6
Height of intermediate plug = 0.3 m
Weight of intermediate plug = 14.7 t
Weight of sand fill
Internal dia of well = 3.6
Height of sand fill at point of zero shear = 6.1 m
Weight of sand fill at point of zero shear = 241.5 t
Height of sand fill at founding level = 0.0 m
Weight of sand fill at founding level = 0.0 t
Weight of bottom plug
Dia of bottom plug in cylindrical portion = 5.0 m
Area of c/s of bottom plug in cylindrical portion = 19.6 m2
Dia of bottom plug at founding level = 7.2 m
Area of c/s of bottom plug at founding level = 40.2 m2
Height of top cylindrical portion = 0.6 m
Height of bottom conical portion = 1.90 m
Weight of bottom plug = 168.6 t
Weight of well curb
Area of c/s of well curb = 1.531 m2
Average dia of ring = 5.667 m
Weight of well curb = 68.1 t
Total weight of well at zero shear level = 1954.4
Total weight of well = 2333.2
Weight of soil on curb projection
External dia of well = 7.3 m
Length of projection = 0.075 m
Area of c/s of soil on projection = 1.738 m2
Normal case
Height of soil on projection (LWL case without scour) = 24.6 m
Weight of soil on projection (LWL case without scour) = 85.5 t
Volume of sump = p x h2 (R-h/3)
= 20.6 m3
Calculation of buoyancy on well HFL CASE
Volume of well upto FL = 1150.65 m3
Buoyancy force on well upto FL = -1150.7 t
Buoyancy force on well upto ZSL = -858.00 t
At Zero Shear Level
Pmax Pmin ML MT HL HT
t t t-m t-m t t
Weight of well 1954.4 1954.4 0 0 0 0
Wt of soil on
projection 0 0 0 0 0 0
Buoyancy on
well -1150.7 -1150.7 0 0 0 0
At Founding Level
Pmax Pmin ML MT HL HT
t t t-m t-m t t
Weight of well 2333.2 2333.2 0 0 0 0
Wt of soil on
projection 85.5 85.5 0 0 0 0
Buoyancy on
well -1150.7 -1150.7 0 0 0 0
ACTIVE EARTH PRESSURE
Description RL at top RL at bottom height width b = angle of inclination of wall with horizontal f = angle of shearing resistance d = angle of friction between soil and wall i = angle of inclination of soil with horizontal kah kph c g kah.g.h top kah.g.h bottom -2c.(kah)^0.5 Int of Active Earth Pressure at top Int of Active Earth pressure at bottom FOS Force - normal RL of acting force M -founding level - normal
1 FRL-Well cap top 214.5 204.5 10 1.8 1.571 0 0 0 1 1 0 0 0 0 0 0 0 1 0 0
2 Well cap top-lbl 204.5 204 0.5 7.3 1.571 0 0 0 1 1 0 0 0 0 0 0 0 1 0 204.165 0
3 lbl-lay1 204 193.071 10.929 7.3 1.571 0.524 0.349 0 0.279 5.737 0 1.03 0 3.145 0 0 3.145 2 0 196.678 0
4 layer 1-MSL 193.071 190.45 2.621 7.3 1.571 0.576 0.384 0 0.245 7.496 0 1.01 3.145 3.794 0 3.145 3.794 2 0 191.72 0
5 MSL -Layer 2 190.45 190.45 0 7.3 1.571 0.576 0.384 0 0.245 7.496 0 1.01 3.794 3.794 0 3.794 3.794 2 0 190.45 0
6 Layer 2- Layer 3 190.45 190.071 0.379 7.3 1.571 0.576 0.384 0 0.245 7.496 0 1.01 3.794 3.888 0 3.794 3.888 2 5.3 190.26 67.8
7 Layer 3- Layer 4 190.071 185.571 4.5 7.3 1.571 0.576 0.384 0 0.245 7.496 0 1.02 3.888 5.013 0 3.888 5.013 2 73.1 187.726 747.6
8 Layer 4- well curb top 185.571 179.571 6 7.3 1.571 0.593 0.393 0 0.235 8.197 0 1.03 5.013 6.465 0 5.013 6.465 2 125.7 182.445 621.5
9 well kerb top-Layer 5 179.571 179.571 0 7.3 1.571 0.593 0.393 0 0.235 8.197 0 1.03 6.465 6.465 0 6.465 6.465 2 0 179.571 0
10 Layer 5- FL 179.571 177.5 2.071 7.3 1.571 0.593 0.393 0 0.235 8.197 0 1.03 6.465 6.966 0 6.465 6.966 2 50.8 178.523 51.9
254.9 1488.8
PASSIVE EARTH PRESSURE
Description RL at top RL at bottom height width b = angle of inclination of wall with horizontal f = angle of shearing resistance d = angle of friction between soil and wall i = angle of inclination of soil with horizontal kah kph c g kph.g.h top kph.g.h bottom +2c.(kph)^0.5 Int of Passive Earth Pressure at top Int of Passive Earth pressure at bottom FOS Force - normal RL of acting force M - founding level - normal
1 MSL -Layer 2 190.45 190.45 0 7.3 1.571 0.576 0.384 0 0.245 7.496 0 1.01 0 0 0 0 0 2 0 190.45 0
2 Layer 2- Layer 3 190.45 190.071 0.379 7.3 1.571 0.576 0.384 0 0.245 7.496 0 1.01 0 2.869 0 0 2.869 2 2 190.196 25.2
3 Layer 3- Layer 4 190.071 185.571 4.5 7.3 1.571 0.576 0.384 0 0.245 7.496 0 1.02 2.869 37.274 0 2.869 37.274 2 329.7 187.178 3190.7
4 Layer 4- well curb top 185.571 179.571 6 7.3 1.571 0.593 0.393 0 0.235 8.197 0 1.03 37.274 87.933 0 37.274 87.933 2 1371 182.166 6397.7
5 well kerb top-Layer 5 179.571 179.571 0 7.3 1.571 0.593 0.393 0 0.235 8.197 0 1.03 87.933 87.933 0 87.933 87.933 2 0 179.571 0
6 Layer 5- FL 179.571 177.5 2.071 7.3 1.571 0.593 0.393 0 0.235 8.197 0 1.03 87.933 105.419 0 87.933 105.419 2 730.8 178.504 733.9
2433.5 10347.5
(NORMAL CASE-LWL)
Case Force (t) Moment (t-m)
Active Pressure 254.87 1488.76
Passive Pressure 2433.47 10347.52
Let point of zero shear occurs at y m below MSL.
Assume, y = 4.088m
Horizontal force HR = 72.68t
Now, total active force+ HR -total passive force = 0 160.16+72.68-232.83=0
Therefore, point of zero shear occurs at RL 186.362 m
Combination of Loads
Both spans present
Loads Factors Unfactored Factored
PMAX PMIN ML MT HL HT PMAX PMIN ML MT HL HT
DL 1.35 199.00 199.00 0 0.00 0.00 0 268.65 268.65 0 0.00 0.00 0
SDL 1.35 54.86 54.86 0 0.00 0.00 0 74.06 74.06 0 0.00 0.00 0
Wearing Coat 1.75 26.33 26.33 0 0.00 0.00 0 46.08 46.08 0 0.00 0.00 0
LL-Leading 1.5 98.28 98.28 63.70 285.49 12.05 0.00 147.42 147.42 95.55 428.24 18.08 0
FPLL 1.15 9.46 9.46 0 0.00 0.00 0 10.87 10.87 0 0.00 0.00 0
Weight of Substructure 1.35 123.85 123.85 0 0.00 0.00 0 167.20 167.20 0 0.00 0.00 0
Well weight 1.35 2333.2 2333.20 0 0.00 0.00 0 3149.82 3149.82 0 0.00 0.00 0
Weight of soil above ftg 1.35 0.00 0.00 0 0.00 0.00 0 0.00 0.00 0 0.00 0.00 0
Wind 1.5 67.40 -67.40 22.90 171.80 2.04 8.17 101.10 -101.10 34.35 257.70 3.06 12.26
Total 2912.38 2777.58 86.60 457.29 14.10 8.17 3965.21 3763.01 129.90 685.94 21.15 12.26
Base Pressure Check
Dia of well at base = 7.45 m
Area of well at base A 43.59 m2
Section modulus of well at baZ 40.59 m3
Actual Tilt in longitudinal direction = 1 in 36.5
Actual Tilt in transverse direction = 1 in 35.6
Actual Shift at bottom in Long direction = -0.06 m Well Cap Shift in Long. Direction from bottom 0.34
Actual Shift at bottom in Trans directio = 0.108 m Well Cap Shift in Trans. Direction from bottom 0.433
LWL WITHOUT SCOUR
Gross SBC (LWL) 80 t/m3
Both spans present
Load Case No. Pmax Pmin ML MT HL HT H ML due to tilt and shift MT due to Tilt and Shift M Moment due to active resistance Moment due to passive resistanc e Net moment P/A+M/Z P/A-M/Z Check
t t t-m t-m t t t t-m t-m t-m t-m t-m t-m t/m2 t/m2
N1 2912.38 2777.58 86.60 457.29 14.10 8.17 72.7 346.3 693.7 3547.3 1488.8 10347.5 0 75.8 72.7 OK
Combination of Loads for well steining
Both spans present
Loads Unfactored
PMAX PMIN ML MT HL HT
DL 199.00 199.00 0 0.00 0.00 0
SDL 54.86 54.86 0 0.00 0.00 0
Wearing Coat 26.33 26.33 0 0.00 0.00 0
LL-Leading 98.28 98.28 63.70 285.49 12.05 0.00
FPLL 9.46 9.46 0 0.00 0.00 0
Weight of Substructure 123.85 123.85 0 0.00 0.00 0
Well weight 2333.2 2333.20 0 0.00 0.00 0
Weight of soil above ftg 0.00 0.00 0 0.00 0.00 0
Wind 67.40 -67.40 22.90 171.80 2.04 8.17
Buoyancy on well & well cap -837.10 -837.10 0.00 0.00 0.00 0.00
Total 2075.28 1940.48 86.60 457.29 14.10 8.17
Steining Check
Dia of well at base = 7.45 m
Area of well at base A 43.59 m2
Section modulus of well at baZ 40.59 m3
Actual Tilt in longitudinal direction = 1 in 36.5
Actual Tilt in transverse direction = 1 in 35.6
Actual Shift at bottom in Long direction = -0.06 m Well Cap Shift in Long. Direction from bottom 0.34
Actual Shift at bottom in Trans directio = 0.108 m Well Cap Shift in Trans. Direction from bottom 0.433
LWL WITHOUT SCOUR
Gross SBC (LWL) 80 t/m3
Both spans present
Load Case No. Pmax Pmin ML MT HL HT H ML due to tilt and shift MT due to Tilt and Shift M Moment due to active resistance Moment due to passive resistanc e RL of zero shear Net moment P/A+M/Z P/A-M/Z Check
t t t-m t-m t t t t-m t-m t-m t-m t-m t-m t/m2 t/m2
N1 2075.28 1940.48 86.60 457.29 14.10 8.17 72.7 1446.3 357.7 3774.8 1774 2367.5 186.4 3181.3 150.3 -9.6 OK
Steining is designed as PCC section with minimum 0.12% of steel as per Cl.708.3.4 of
IRC:78-2014. Capacity of section, stresses and crack width is checked for the assumed steining section and following reinforcements.
Clear cover = 75 mm
Minimum area of vertical reinf. required = 26662.7 mm2
Provide 120Nos 12Nos on outer face
120Nos 12Nos on inner face
Area of vertical reinf. provided = 27143.36 mm2 OK
The minimum stress in steining section is 0.94 Mpa (as shown in Annexure-A) for rare combination of loads
The section (as shown in Annexure A) is uncracked (i.e no soultion for cracking moment) for quasi- permanent loads.
Hoop reinforcement
Hoop steel shall not be less than 0.04 percent of the volume per unit length of the steining Volume of hoop reinforcement = 8887566 mm3/m
Provide 10mm dia 300mm spacing
Length of outer hoop steel = 22493.8 mm
Length of inner hoop steel = 15847.96 mm
Volume of hoop reinf. per m 10037851 mm3/m OK
Well Curb Reinforcement
Outer dia of well= 7.3 m
Inner dia of well= 5 m
Height of well curb= 2.2 m
Area of c/s of well curb 1.53 m2
Average dia of ring 5.67 m
Weight of well curb 68.15 t
Min area of reinf required = 72kg / m3 of concrete of well curb IRC 78-2014; Cl 708.7.3
Min required wt of reinforcement = 1962.71 kg
Reinforcement Provided
Description No. Bar Dia Af (m2) Dia of Ring Length( m) Weight(kg
w1, Outer Ring 8 16 0.000201 7.351 23.09 291.6
w3, Inner top Ring 7 12 0.000113 6.267 19.69 122.35
w2, Inner bottom Ring 9 16 0.000201 6.233 19.58 278.16
w5, Ring Connector 120 16 0.000201 5.5 1041.32
w6, Horz Connector 960 10 0.000079 0.559 330.86
Total Reinf = 2064.3 OK

DESIGN OF WELL CAP

Reinforcement Details:

Well Cap:

Wall Steining:

Well curb:

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