design and drawing of water tank
TRANSCRIPT
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Design and drawing of wate
r tank
PREPARED BY:
TUSHAR GAUR
SAUGAT DUTTA
PRIYA KUMARI
SHABNAM DHULL
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LEARNINGOUT COME
INTRODUCTION
TYPES OF TANKS
DESIGN OF CIRCULAR TANK
RESTING ON GROUND WITHRIGID BASE
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INTRODUCTION
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INTRODUCTION:
Use of high strength deformed bars of grade Fe415 arerecommended for the construction of liquid retaining structures
Correct placing of reinforcement, use of small sized and use
of deformed bars lead to a diffused distribution of cracks
A crack width of 0.1mm has been accepted as permissible
value in liquid retaining structures
Code of Practice for the storage of Liquids- IS3370 (Part I toIV)
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INTRODUCTION:
Fractured strength of concrete is computed using the formula
given in clause 6.2.2 of IS 456 -2000 ie., fcr=0.7fckMpaAllowable stresses in reinforcing steel as per IS 3370 are
st= 115 MPa for Mild steel (Fe250) andst= 150 MPa for HYSD bars(Fe415)
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INTRODUCTION:
In order to minimize cracking due to shrinkage andtemperature, minimum reinforcement is recommended as:
For thickness 100 mm = 0.3 % For thickness 450 mm = 0.2% For thickness between 100 mm to 450 mm = varies
linearly from 0.3% to 0.2%
For concrete thickness 225 mm, two layers ofreinforcement be placed, one near water face and other away
from water face.
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INTRODUCTION:
Cover to reinforcement is greater of
i) 25 mm, ii) Diameter of main bar
For tension on outer face:st=140 MPa for Mild steel andst=230 MPa for HYSD bars
For concrete thickness 225 mm, two layers ofreinforcement be placed, one near water face and
other away from water face.
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TYPES OF WATER TANKS
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RESTING ON GROUND
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UNDERGROUND
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ELEVATED
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CIRCULAR
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RECTANGULAR
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SPHERICAL
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INTZ
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CONICAL BOTTOM
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DESIGN OF CIRCULAR TANKS
RESTING ON GROUND WITH RIGIDBASE
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When the joints at base are flexible, hydrostaticpressure induces maximum increase in diameter at base
and no increase in diameter at top
When the joint at base is rigid, the base does not move
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Due to fixity at base of wall, the upper part of the wall
will have hoop tension and lower part bend likecantilever.
For shallow tanks with large diameter, hoop stresses are
very small and the wall act more like cantilever
For deep tanks of small diameter the cantilever action
due to fixity at the base is small and the hoop action is
predominant
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The exact analysis of the tank to determine the portionof wall in which hoop tension is predominant and the
other portion in which cantilever action is predominant,is difficult
Simplified methods of analysis are
1. Reissners method2. Carpenters simplified method
3. Approximate method
4. IS code method
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IS code method
Tables 9,10 and 11 of IS 3370 part IV gives coefficients forcomputing hoop tension, moment and shear for variousvalues of H2/Dt
Hoop tension, moment and shear is computed asT= coefficient ( wHD/2)
M= coefficient (wH3)
V= coefficient (wH2)
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Thickness of wall required is computed from BM
consideration
Qb
Md
where,
Q= cbcjk
j=1-(k/3)
stcbc
cbc
m
mk
b = 1000mm
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Over all thickness is then computed as
t = d+cover.
Area of reinforcement in the form of vertical bars on water
face is computed as
Area of hoop steel in the form of rings is computed as
jd
MA
stst
st
1st
TA
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Distribution steel and vertical steel for outer face of wall
is computed from minimum steel consideration
Tensile stress computed from the following equation
should be less than the permissible stress for safe design
st
cA)1m(t1000
T
the permissible stress is 0.27 fck
Base slab thickness generally varies from 150mm to 250
mm and minimum steel is distributed to top and
bottom of slab.
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Design Problem No.1 on Circular Tanks
resting on ground with Rigid base
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A cylindrical tank of capacity 7,00,000 liters is resting on
good unyielding ground. The depth of tank is limited to 5m.A free board of 300 mm may be provided. The wall and the
base slab are cast integrally. Design the tank using M20
concrete and Fe415 grade steel .
Draw the following
Plan at base
Cross section through centre of tank.
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Step 1: Dimension of tank
H= 5-0.3 = 4.7 and volume V = 700 m3
A=700/4.7 = 148.94 m2
D= (4 x 148.94/) = 13.77 14 m
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Step 2: Analysis for hoop tension and bending
moment
One meter width of the wall is considered and thethickness of the wall is estimated as t=30H+50 = 191 mm.
The thickness of wall is assumedas 200 mm.
Referring to table 9 of IS3370 (part IV), the maximum
coefficient for hooptension = 0.575
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Tmax=0.575 x 10 x 4.7 x 7 =189.175 kN
Referring to table 10 of IS3370 (part IV), the maximum
coefficient for
bending moment = -0.0146 (produces tension on water side)
Mmax= 0.0146 x 10 x 4.73=15.15 kN-m
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Step 3: Design of section:
For M20 concrete cbc=7For Fe415 steel st=150 MpaFor M20 concrete and Fe415 steel m=13.33
The design constants are:
j=1-(k/3)=0.87
Q= cbcjk = 1.19Effective depth is calculated as:
39.0m
mk
stcbc
cbc
mm94.1121000x19.1
10x15.15
Qb
Md
6
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Let over all thickness be 200 mm with effective cover 33 mm
dprovided=167 mm
26
st
st mm16.695167x87.0x150
10x15.15
jd
MA
Spacing of 16 mm diameter bar = c/mmc23.28916.6951000x201
(Max spacing 3d=501mm)
Provide #16@275 c/c as vertical reinforcement on water face
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Hoop steel:
Spacing of 12 mm diameter bar =
Provide #12@80 c/c as hoop reinforcement on water face
Actual area of steel provided
23
st
1st mm1261
150
10x275.189TA
c/mmc.891261
1000x113
2
st mm5.141280
1000x113A
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Step 4: Check for tensile stress:
Permissible stress = 0.27fck=1.2 N/mm2 > c Safe
23
st
c mm/N87.05.1412x)133.13(200x1000
10x275.189
A)1m(t1000
T
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Step 5: Distribution Steel:
Minimum area of steel is 0.24% of concrete area
Ast=(0.24/100) x1000 x 200 = 480 mm2
Spacing of 8 mm diameter bar =
Provide #8 @ 100 c/c as vertical and horizontal distribution
on the outer face.
c/mmc.7.104
480
1000x24.50
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Step 6: Base slab:
The thickness of base slab shall be 150 mm. The baseslab rests on firm ground, hence only minimumreinforcement is provided.
Ast=(0.24/100) x1000 x 150 = 360 mm2
Reinforcement for each face = 180 mm2
Spacing of 8 mm diameter bar =
Provide #8 @ 250 c/c as vertical and horizontaldistribution on the outer face.
c/mmc.279180
1000x24.50
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