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ABSTRACT
Storage reservoirs and overhead tank are used to store water, liquid
petroleum, petroleum products and similar liquids. The force analysis of the
reservoirs or tanks is about the same irrespective of the chemical nature of the
product. All tanks are designed as crack free structures to eliminate any leakage.
This project gives in brief, the theory behind the design of liquid retaining
structure using working stress method. This report also includes computer
subroutines to analyze and design circular water tank with flexible and rigid base
and rectangular under ground water tank.
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INTRODUCTION
1.0 GENERAL
Rainwater harvesting is a technology used to collect, convey and store rain for
later use from relatively clean surfaces such as a roof, land surface or rock
catchment. The water is generally stored in a rainwater tank or directed to
recharge groundwater. The practice of collecting rainwater from rainfall events
can be classified into two broad categories:
land-based and roof-basedLand-based rainwater harvesting occurs when runoff from land surfaces is
collected in furrow dikes, ponds, tanks and reservoirs.
Roof-based rainwater harvesting refers to collecting rainwater runoff from
roof surfaces which usually provides a much cleaner source of water that can be
also used for drinking.
Rooftop rainwater harvesting at the household level is most commonly used
for domestic purposes. It is popular as a household option as the water source is
close to people and thus requires a minimum of energy to collect it. An added
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advantage is that users own maintain and control their system without the need
to rely on other community members.
1.1 NEED FOR RAIN WATER HARVESTING
In many regions of the world, clean drinking water is not always available
and this is only possible with tremendous investment costs and expenditure.
Rainwater is a free source and relatively clean and with proper treatment it can
be even used as a potable water source. Rainwater harvesting saves high-quality
drinking water sources and relieves the pressure on sewers and the environment
by mitigating floods, soil erosions and replenishing groundwater levels. In
addition, rainwater harvesting reduces the potable water consumption and
consequently, the volume of generated wastewater.
1.2 APPLICATION AREAS
Rainwater harvesting systems can be installed in both new and existing
buildings and harvested rainwater used for different applications that do not
require drinking water quality such as toilet flushing, garden watering, irrigation,
cleaning and laundry washing. Harvested rainwater is also used in many parts of
the world as a drinking water source. As rainwater is very soft there is also less
consumption of washing and cleaning powder. With rainwater harvesting, the
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savings in potable water could amount up to 50% of the total household
consumption.
1.3 CRITERIA FOR SELECTION OF RAINWATER HARVESTING
TECHNOLOGIES
Several factors should be considered when selecting rainwater harvesting
systems for domestic use:
Type and size of catchment area
Local rainfall data and weather patterns
Family size
Length of the drought period
Alternative water sources
Cost of the rainwater harvesting system.
When rainwater harvesting is mainly considered for irrigation, several factors
should be taken into consideration. These include:
Rainfall amounts, intensities, and evapo-transpiration rates
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Soil infiltration rate, water holding capacity, fertility and depth of soil
Crop characteristics such as water requirement and length of growing period
Hydrogeology of the site
Socio-economic factors such as population density, labour, costs of materials
and regulations governing water resources use.
1.4 VARIOUS METHODS OF RAINWATER HARVESTING
Rainwater can be harvested in a variety of ways:
1. Directly from roof tops and stored in tanks.
2. Monsoon run off and water in swollen streams during the Monsoon and storing
it in underground tanks.
3. Water from flooded rivers can be stored in small ponds.
There are basically two models associated with Rainwater harvesting:
Urban model
Rural model
1.5 COMPONENTS OF ROOFTOP RAINWATER HARVESTING SYSTEM
Although rainwater can be harvested from many surfaces, rooftop
harvesting systems are most commonly used as the quality of harvested
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rainwater is usually clean following proper installation and maintenance. The
effective roof area and the material used in constructing the roof largely influence
the efficiency of collection and the water quality.
Rainwater harvesting systems generally consist of four basic elements:
(1) A collection (catchment) area
(2) A conveyance system consisting of pipes and gutters
(3) A storage facility, and
(4) A delivery system consisting of a tap or pump.
Figure shows a simple schematic diagram of a rooftop rainwater harvesting
system including conveyance and storage facilities.
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Fig: A schematic diagram of a rooftop rainwater harvesting system.
(1) A collection or catchment system is generally a simple structure such as roofs
and/or gutters that direct rainwater into the storage facility. Roofs are ideal as
catchment areas as they easily collect large volumes of rainwater. The amount
and quality of rainwater collected from a catchment area depends upon the rain
intensity, roof surface area, type of roofing material and the surrounding
environment. Roofs should be constructed of chemically inert materials such as
wood, plastic, aluminum, or fiberglass. Roofing materials that are well suited
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include slates, clay tiles and concrete tiles. Galvanized corrugated iron and
thatched roofs made from palm leaves are also suitable. Generally, unpainted and
uncoated surface areas are most suitable. If paint is used, it should be non-toxic
(no lead-based paints).
(2) A conveyance system is required to transfer the rainwater from the roof
catchment area to the storage system by connecting roof drains (drain pipes) and
piping from the roof top to one or more downspouts that transport the rainwater
through a filter system to the storage tanks. Materials suitable for the pipework
include polyethylene (PE), polypropylene (PP) or stainless steel. Before water is
stored in a storage tank or cistern, and prior to use, it should be filtered to
remove particles and debris. The choice of the filtering system depends on the
construction conditions. Low-maintenance filters with a good filter output and
high water flow should be preferred. First flush systems which filter out the first
rain and diverts it away from the storage tank should be also installed. This will
remove the contaminants in rainwater which are highest in the first rain shower.
(3) Storage tank or cistern to store harvested rainwater for use when needed.
Depending on the space available these tanks can be constructed above grade,
partly underground, or below grade. They may be constructed as part of the
building, or may be built as a separate unit located some distance away from the
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building. The storage tank should be also constructed of an inert material such as
reinforced concrete, ferrocement (reinforced steel and concrete), fibreglass,
polyethylene, or stainless steel, or they could be made of wood, metal, or earth.
The choice of material depends on local availability and affordability. Various
types can be used including cylindrical ferrocement tanks, mortar jars (large jar
shaped vessels constructed from wire reinforced mortar) and single and battery
(interconnected) tanks. Polyethylene tanks are the most common and easiest to
clean and connect to the piping system. Storage tanks must be opaque to inhibit
algal growth and should be located near to the supply and demand points to
reduce the distance water is conveyed. Water flow into the storage tank or
cistern is also decisive for the quality of the cistern water. Calm rainwater inlet
will prevent the stirring up of the sediment. Upon leaving the cistern, the stored
water is extracted from the cleanest part of the tank, just below the surface of the
water, using a floating extraction filter. A sloping overflow trap is necessary to
drain away any floating matter and to protect from sewer gases. Storage tanks
should be also kept closed to prevent the entry of insects and other animals.
(4) Delivery system which delivers rainwater and it usually includes a small pump,
a pressure tank and a tap, if delivery by means of simple gravity on site is not
feasible. Disinfection of the harvested rainwater, which includes filtration and/or
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ozone or UV disinfection, is necessary if rainwater is to be used as a potable water
source.
1.6 BENEFITS OF RAINWATER HARVESTING
Rainwater harvesting in urban and rural areas offers several benefits
including provision of supplemental water, increasing soil moisture levels for
urban greenery, increasing the groundwater table via artificial recharge,
mitigating urban flooding and improving the quality of groundwater. In homes
and buildings, collected rainwater can be used for irrigation, toilet flushing and
laundry. With proper filtration and treatment, harvested rainwater can also be
used for showering, bathing, or drinking. The major benefits of rainwater
harvesting are summarized below:
Rainwater is a relatively clean and free source of water
Rainwater harvesting provides a source of water at the point where it is needed
It is owner-operated and managed
It is socially acceptable and environmentally responsible
It promotes self-sufficiency and conserves water resources
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Rainwater is friendly to landscape plants and gardens
It reduces storm water runoff and non-point source pollution
It uses simple, flexible technologies that are easy to maintain
offers potential cost savings especially with rising water costs
provides safe water for human consumption after proper treatment
Low running costs
Construction, operation and maintenance are not labour-intensive.
1.7 DISADVANTAGES
The main disadvantages of rainwater harvesting technologies are the
limited supply and uncertainty of rainfall. Rainwater is not a reliable water source
in times of dry periods or prolonged drought. Other disadvantages include:
low storage capacity which will limit rainwater harvesting, whereas, increasing
the storage capacity will add to the construction and operating costs making the
technology less economically feasible
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Possible contamination of the rainwater with animal wastes and organic matter
which may result in health risks if rainwater is not treated prior to consumption as
a drinking water source
Leakage from cisterns can cause the deterioration of load-bearing slopes
Cisterns and storage tanks can be unsafe for small children if proper access
protection is not provided.
1.8 SCOPE OF THE WORK
The scope of work includes
Chapter I Gives brief description about needs, methods, advantages and
disadvantages of rain water harvesting.
Chapter II Brief description about computation of demand and fixation of
capacity of sumps
Chapter III Gives brief description on sump design.
Chapter IV Deals with detailed and abstract estimation.
Chapter V Deals with conclusions followed by references.
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HYDROLOGICAL INVESTIGATIONS
2.0 GENERAL
Hydrological investigations constitute one of the most important aspects of
planning of roof-top water harvesting system. The fixation of capacity of water
storage tank is based on the quantity of rain water available from the roof in
different periods of a year.
2.1 COLLECTION OF RAINFALL DATA
The rainfall record for a period 30 years (1981-2010) is collected from the
M.R.O Office, Srikalahasti and is presented in Table 2.1.
2.2 ANALYSIS OF RAIN WATER
The quantity of rainwater available for storage is computed considering
50% and 75% dependable rainfalls during monsoon period from rainfall frequency
curves as shown in Figs. 2.1 to 2.7. the computations of probability of rainfall are
tabulated in tables 2.2 to 2.8.
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Table 2.1 Monthly Rainfall Data (in cm)
YEAR JANUARY FEBRUARY MARCH APRIL MAY JUNE JULY AUGUST SEPTEMBER OCTOBER NOVEMBER DECEMB
1981 4.26 - 2.10 - 6.44 3.77 17.28 9.60 20.68 21.94 6.82 22.72
1982 - - - - 0.80 6.40 8.12 3.28 1.44 23.40 30.54 -
1983 - - - - 1.60 3.44 14.81 16.39 24.35 25.37 21.02 29.04
1984 10.60 46.42 - 2.40 - 4.24 15.58 1.24 31.75 9.44 85.24 17.08
1985 4.40 - - - - 4.06 9.82 5.62 25.16 4.84 51.04 12.66
1986 37.86 2.38 - - 3.60 3.22 1.10 6.62 3.58 29.90 35.32 3.72
1987 6.72 - 3.26 - 0.92 6.34 3.42 19.01 9.38 20.35 26.70 47.99
1988 - - 0.80 7.16 11.20 3.66 11.70 12.50 13.95 5.96 27.58 12.26
1989 - - 1.86 - 3.10 4.93 18.51 3.12 8.22 1.25 21.04 43.10
1990 - 4.22 - 1.82 22.62 2.02 11.12 7.14 25.37 45.92 49.44 0.70
1991 0.60 - - - 4.56 26.09 20.55 19.27 4.12 34.61 56.00 4.56
1992 - - - - 2.76 2.86 13.77 7.06 9.07 10.56 42.69 2.36
1993 - - 0.21 - 3.94 1.81 11.26 7.98 19.66 23.51 45.08 19.52
1994 - - - - 3.11 7.06 7.12 12.39 3.66 30.26 35.82 11.16
1995 12.86 - - - 24.54 11.15 9.99 17.26 10.22 32.98 13.29 1.35
1996 - - - 2.54 1.32 32.76 8.01 12.75 18.91 65.04 14.59 57.33
1997 10.42 - - 1.80 5.04 8.48 7.08 3.20 13.89 31.99 76.68 33.91
1998 - - - - - 5.86 9.15 15.44 12.99 10.53 38.43 9.85
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1999 0.4 - - - 6.40 3.72 2.37 12.49 10.16 17.59 19.64 7.05
2000 - 3.40 - 0.75 15.15 9.52 4.77 13.14 5.67 15.94 19.66 16.80
2001 5.62 - - 4.32 3.64 7.24 6.98 3.55 12.32 57.70 17.82 16.83
2002 8.38 - - - 3.10 8.66 3.94 6.87 5.72 36.60 25.10 3.72
2003 - - 3.80 - - 7.00 42.63 8.59 16.27 15.48 2.36 5.16
2004 - - - 0.35 13.59 2.34 8.95 2.14 16.92 32.40 16.67 -2005 - 0.81 9.30 3.77 3.00 4.48 22.17 10.97 16.68 55.02 58.04 38.51
2006 - - 1.04 0.20 4.04 4.00 3.84 7.79 7.54 35.14 30.49 11.39
2007 - - - - 0.81 11.52 21.08 26.50 10.40 58.62 10.58 25.18
2008 4.55 - 3.30 - 2.26 7.40 10.68 10.11 7.94 28.07 54.44 1.10
2009 - - - - - 2.84 11.86 17.175 9.52 12.725 49.49 12.62
2010 1.62 - - 0.14 10.18 10.90 14.86 31.92 13.26 24.54 46.86 11.64
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Table 2.2 Probabilities of Rainfall for the Month of June
RAINFALL
(cm)
RANK (m) RETURN PERIOD
( )FREQUENCY (%)
32.76 1 31 3.22
26.09 2 15.5 6.45
11.52 3 10.33 9.67
11.15 4 7.75 12.90
10.90 5 6.2 16.12
9.52 6 5.16 19.35
8.66 7 4.42 22.58
8.48 8 3.87 25.80
7.40 9 3.44 29.03
7.24 10 3.1 32.25
7.06 11 2.81 35.48
7.00 12 2.58 38.70
6.40 13 2.38 41.93
6.34 14 2.21 45.16
5.86 15 2.06 48.38
4.93 16 1.93 51.61
4.48 17 1.82 54.834.24 18 1.72 58.06
4.06 19 1.63 61.29
4.00 20 1.55 64.51
3.77 21 1.47 67.74
3.72 22 1.40 70.96
3.66 23 1.34 74.19
3.44 24 1.29 77.41
3.22 25 1.24 80.64
2.86 26 1.19 83.87
2.84 27 1.14 87.09
2.34 28 1.10 90.32
2.02 29 1.06 93.54
1.81 30 1.03 96.77
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Fig.2.1 Rainfall Frequency Curve (Month : June)
0
5
10
15
20
25
30
35
0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100 105
Rainfall(cm)
Probability (%)
2.0 cm
5.5 cm
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Table 2.3 Probabilities of Rainfall for the Month of July
RAINFALL
(cm)
RANK (m) RETURN PERIOD
( )FREQUENCY (%)
42.63 1 31 3.22
22.17 2 15.5 6.45
21.08 3 10.33 9.67
20.55 4 7.75 12.90
18.51 5 6.2 16.12
17.28 6 5.16 19.35
15.58 7 4.42 22.58
14.86 8 3.87 25.80
14.81 9 3.44 29.03
13.77 10 3.1 32.25
11.86 11 2.81 35.48
11.70 12 2.58 38.70
11.26 13 2.38 41.93
11.12 14 2.21 45.16
10.68 15 2.06 48.38
9.99 16 1.93 51.61
9.82 17 1.82 54.839.15 18 1.72 58.06
8.95 19 1.63 61.29
8.12 20 1.55 64.51
8.01 21 1.47 67.74
7.12 22 1.40 70.96
7.08 23 1.34 74.19
6.98 24 1.29 77.41
4.77 25 1.24 80.64
3.94 26 1.19 83.87
3.84 27 1.14 87.09
3.42 28 1.10 90.32
2.37 29 1.06 93.54
1.10 30 1.03 96.77
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Fig.2.2 Rainfall Frequency Curve (Month : July)
0
5
10
15
20
25
30
35
40
45
0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100 105
Rainfall(cm)
Probability (%)
9.5 cm
5.5 cm
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Table 2.4 Probabilities of Rainfall for the Month of August
RAINFALL
(cm)
RANK (m) RETURN PERIOD
( )FREQUENCY (%)
31.92 1 31 3.22
26.50 2 15.5 6.45
19.27 3 10.33 9.67
19.01 4 7.75 12.90
17.26 5 6.2 16.12
17.175 6 5.16 19.35
16.39 7 4.42 22.58
15.44 8 3.87 25.80
13.14 9 3.44 29.03
12.75 10 3.1 32.25
12.50 11 2.81 35.48
12.49 12 2.58 38.70
12.39 13 2.38 41.93
10.97 14 2.21 45.16
10.11 15 2.06 48.38
9.60 16 1.93 51.61
8.5917 1.82 54.83
7.98 18 1.72 58.06
7.79 19 1.63 61.29
7.14 20 1.55 64.51
7.06 21 1.47 67.74
6.87 22 1.40 70.96
6.62 23 1.34 74.19
5.62 24 1.29 77.41
3.55 25 1.24 80.64
3.28 26 1.19 83.87
3.20 27 1.14 87.09
3.12 28 1.10 90.32
2.14 29 1.06 93.54
1.24 30 1.03 96.77
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Fig.2.3 Rainfall Frequency Curve (Month : August)
0
5
10
15
20
25
30
35
0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100 105
Rainfall(cm)
Probability (%)
9.0 cm
5.5 cm
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Table 2.5 Probabilities of Rainfall for the Month of September
RAINFALL
(cm)
RANK (m) RETURN PERIOD
( )FREQUENCY (%)
31.75 1 31 3.22
25.37 2 15.5 6.45
25.16 3 10.33 9.67
24.35 4 7.75 12.90
20.68 5 6.2 16.12
19.66 6 5.16 19.35
18.91 7 4.42 22.58
16.92 8 3.87 25.80
16.68 9 3.44 29.03
16.27 10 3.1 32.25
13.95 11 2.81 35.48
13.89 12 2.58 38.70
13.26 13 2.38 41.93
12.99 14 2.21 45.16
12.32 15 2.06 48.38
10.40 16 1.93 51.61
10.22 17 1.82 54.8310.16 18 1.72 58.06
9.52 19 1.63 61.29
9.38 20 1.55 64.51
9.07 21 1.47 67.74
8.22 22 1.40 70.96
7.94 23 1.34 74.19
7.54 24 1.29 77.41
5.72 25 1.24 80.64
5.67 26 1.19 83.87
4.12 27 1.14 87.09
3.66 28 1.10 90.32
3.58 29 1.06 93.54
1.44 30 1.03 96.77
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Fig.2.4 Rainfall Frequency Curve (Month : September)
0
5
10
15
20
25
30
35
40
0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100 1
Rainfall(cm)
Probability (%)
7.5 cm
10.5 cm
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Table 2.6 Probabilities of Rainfall for the Month of October
RAINFALL
(cm)
RANK (m) RETURN PERIOD
( )FREQUENCY (%)
65.04 1 31 3.22
58.62 2 15.5 6.45
57.70 3 10.33 9.67
55.02 4 7.75 12.90
45.92 5 6.2 16.12
36.60 6 5.16 19.35
35.14 7 4.42 22.58
34.61 8 3.87 25.80
32.98 9 3.44 29.0332.40 10 3.1 32.25
31.99 11 2.81 35.48
30.26 12 2.58 38.70
29.90 13 2.38 41.93
28.07 14 2.21 45.16
25.37 15 2.06 48.38
24.54 16 1.93 51.61
23.51 17 1.82 54.83
23.40 18 1.72 58.06
21.94 19 1.63 61.29
20.35 20 1.55 64.51
17.59 21 1.47 67.74
15.94 22 1.40 70.96
15.48 23 1.34 74.19
12.725 24 1.29 77.41
10.56 25 1.24 80.64
10.53 26 1.19 83.87
9.44 27 1.14 87.09
5.96 28 1.10 90.32
4.84 29 1.06 93.54
1.25 30 1.03 96.77
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Fig.2.5 Rainfall Frequency Curve (Month : October)
0
5
10
15
20
25
30
35
40
45
50
55
60
65
70
75
80
0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100 1
Rainfall(cm)
Probability (%)
22.0 cm
15.0 cm
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Table 2.7 Probabilities of Rainfall for the Month of November
RAINFALL
(cm)
RANK (m) RETURN PERIOD
( )FREQUENCY (%)
85.24 1 31 3.22
76.68 2 15.5 6.45
58.04 3 10.33 9.67
56.00 4 7.75 12.90
54.44 5 6.2 16.12
51.04 6 5.16 19.35
49.49 7 4.42 22.58
49.44 8 3.87 25.80
46.86 9 3.44 29.03
45.08 10 3.1 32.25
42.69 11 2.81 35.48
38.43 12 2.58 38.70
35.82 13 2.38 41.93
35.32 14 2.21 45.16
30.54 15 2.06 48.38
30.49 16 1.93 51.61
27.58 17 1.82 54.83
26.70 18 1.72 58.06
25.10 19 1.63 61.29
21.04 20 1.55 64.51
21.02 21 1.47 67.74
19.66 22 1.40 70.96
19.64 23 1.34 74.19
17.82 24 1.29 77.41
16.67 25 1.24 80.64
14.59 26 1.19 83.87
13.29 27 1.14 87.09
10.58 28 1.10 90.32
6.82 29 1.06 93.54
2.36 30 1.03 96.77
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Fig.2.6 Rainfall Frequency Curve (Month : November)
0
5
10
15
20
25
30
35
40
45
50
55
60
6570
75
80
85
90
95
100
0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100 1
Rainfall(cm)
Probability (%)
28.0 cm
19.0 cm
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Table 2.8 Probabilities of Rainfall for the Month of December
RAINFALL
(cm)
RANK (m) RETURN PERIOD
( )FREQUENCY (%)
57.33 1 31 3.22
47.99 2 15.5 6.45
43.10 3 10.33 9.67
38.51 4 7.75 12.90
33.91 5 6.2 16.12
29.04 6 5.16 19.35
25.18 7 4.42 22.58
22.72 8 3.87 25.80
19.52 9 3.44 29.03
17.08 10 3.1 32.25
16.83 11 2.81 35.48
16.80 12 2.58 38.70
12.66 13 2.38 41.93
12.62 14 2.21 45.16
12.26 15 2.06 48.38
11.64 16 1.93 51.61
11.39 17 1.82 54.8311.16 18 1.72 58.06
9.85 19 1.63 61.29
7.05 20 1.55 64.51
5.16 21 1.47 67.74
4.56 22 1.40 70.96
3.72 23 1.34 74.19
3.72 24 1.29 77.41
2.3625 1.24 80.64
1.35 26 1.19 83.87
1.10 27 1.14 87.09
0.70 28 1.10 90.32
- 29 1.06 93.54
- 30 1.03 96.77
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COMPUTATION OF DEMAND
The water requirements of selected buildings of SKIT College calculated by
knowing the members working in the institutions or residents and average
percapita demand.
As per IS 1172-1993, an average demand of 20 liters/day is considered to
meet the institutional water requirements and for hostels an average water
requirement is taken as 135 lpcd. The computations of demand are shown below:
SKIT MAIN BUILDING
Total members = 1744
Working days = 220
Quantity = 1744 X 220 X20
= 7673.6 X lit
In Holidays
Total members = 40
No. of days = 145
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Quantity = 40 X 145 X 20
= 116 X lit
Total quantity required = 7789.6 X lit
SKIT MECHANICAL BLOCK
Total members = 268
Working days = 220
Quantity = 268 X 220 X20
= 1179.2 X lit
In Holidays
Total members = 16
No. of days = 145
Quantity = 16 X 145 X 20
= 46.4 X lit
Total quantity required = 1225.6 X lit
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SKIT LADIES HOSTEL
Total members = 162
Average percapita demand = 135 lit
Working days = 260
Quantity = 162 X 260 X 135
= 5686.2 X lit
In Holidays
Total members = 12
Average percapita demand = 135 lit
No. of days = 105
Quantity = 12 X 105 X 135
= 170.1 X lit
Total quantity required = 5856.3 X lit
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FIXATION OF CAPACITY OF SUMPS
The monthly rain water harvesting potential is computed for a given roof
area using equation
MRHP = CIA
Where MRHP = monthly rainwater harvesting potential in
C = Runoff coefficient (taken as 0.85 for tiled roofs)
I = Dependable monthly rainfall in m
A = Roof area in sqm
The 50% and 75% dependable yields are computed during the monsoon
period and the capacity of the sump is fixed as the maximum of monthly yields
during the monsoon period.
Building Roof Area ()50% dependable 75%dependable
Rainfall
(m)
Max. of
monthly
Yields (
)
Rainfall
(m)
Max. of
monthly
Yields (
)
Main building 5672.65 0.28 1350.09 0.19 916.13
Mechanical
Block
2287.97 0.28 544.54 0.19 369.51
Ladies Hostel 1517.72 0.28 361.22 0.19 245.11
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Fig.2.8 Variation of Monthly Supply/Demand during Monsoon Period (Main Building)
265.19
458.06 433.95506.28
1060.78
1350.09
289.3
96.43
265.19 265.19
361.63
723.26
916.13
192.87
0
200
400
600
800
1000
1200
1400
1600
JUNE JULY AUG SEP OCT NOV DEC
Demand/supp
lyincum
Months
For 50% probability
For 75% probability
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Fig.2.9 Variation of Monthly Supply/Demand during Monsoon Period (Mechanical Building)
106.96
184.75 175.02
204.2
427.85
544.53
116.68
38.89
106.96 106.96
147.85
291.71
369.51
77.79
0
100
200
300
400
500
600
JUNE JULY AUG SEP OCT NOV DEC
Demand/Supply
incu.m
Months
For 50% probability
For 75% probability
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Fig.2.10 Variation of Monthly Supply/Demand during Monsoon Period (Ladies Hostel Building)
70.95
122.55 116.1
135.45
283.8
361.21
77.4
25.8
70.95 70.95
96.75
193.5
245.11
51.6
0
50
100
150
200
250
300
350
400
JUNE JULY AUG SEP OCT NOV DEC
Demand/Supplyincu.m
Months
For 50% probability
For 75% probability
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DESIGN AND ESTIMATION OF
UNDERGROUND TANKS
3.0 SUMP DESIGN FOR SKIT MAIN BUILDING
Capacity of tank = 1350.09
DESIGN CONSTANTS
Concrete grade :
Steel grade :
Modular ratio (m) = 13
For HYSD bars
Neutral axis co-efficient (k) = 0.378
Lever arm co-efficient (j) = 0.874
Moment of resistance factor (R) = 1.156
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ASSUMED DATA
Angle of repose () =
Saturated unit weight of soil () =
Unit weight of water () =
Assumed depth of sump (H) = 3m
So each capacity of sump =
Let assume B = 5 m
L X 5 X 3 = 270.01 m
L = 18.0 m 18 m
Therefore, L = 18 m, B = 5 m
The size provided for sump = 18 m X 5 m X 3m
DESIGN OF LONG WALLS
(a)tank empty with pressure of saturated soil from outside
Here,
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Maximum Bending Moment (B.M) at the base of the wall
Therefore,
Provide total depth T = 260 mm so that d = 260-35 = 225 mm
Using 16 mm bars, spacing
However, provide 16 mm bars @ 100 c/c on the outside face, at the bottom
long wall.
Curtailment of reinforcement
Since the B.M is proportional to we have
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From which
If (i.e. half the bars being curtailed)
() ()
Therefore, Height from base = 32.38 = 0.62m. However, as per code
requirements, the bars are to be continued further for a distance of 12 (=12 X 16
= 192 mm) or d (= 225 mm), whichever is more, beyond this point. Hence curtail
half the bars at more, beyond this point. Hence curtail half the bars at 0.62 +
0.225 0.85m from base.
Similarly, depth where only th reinforcement is required
() ()
Therefore, Height from base = 31.89 = 1.11m. However, as per code
requirements, the bars are to be continued further for a distance of 12 (=12 X 16
= 192 mm) or d (= 225 mm), whichever is more, beyond this point. Hence curtail
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half the bars at more, beyond this point. Hence curtail half the bars at 1.11 +
0.225 1.35m from base.
Minimum, % reinforcement
Minimum
This is more than of at the bottom. Hence the above curtailment is
not permissible.
Hence the reinforcement will be provided as under:
(i) at base: 16 bars @ 100 c/c(ii) at 0.85 m above base, up to top: 16 bars @200 mm c/c
Distribution steel
% distribution steel
Area to be provided on each face =330.2
Therefore, spacing of 8 mm bars
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Hence provide 8 mm bars @ 150 mm c/c on each face.
Actual
Direct compression in long walls
At h = 1 m above the base of short walls,
This direct compression developed on long walls is given by
This will be taken by the distribution steel and wall section.
(b)Tank full with water, and no earth fill outside
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Using 16 mm bars, spacing
However, provide 16 mm bars @ 130 c/c on the outside face, at the inside
face.
Curtailment of reinforcement
( )
If (i.e. half the bars being curtailed)
()
()
As decided earlier, curtail half the bars at 0.85 m from the base.
Minimum, % reinforcement @ 0.254% = 660.4. Hence furthercurtailment is not permissible.
Thus the reinforcement at the inner face will be provided as follows:
(i) at base : 16 bars @ 130 c/c
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(ii) at 0.85 m above base, up to top: 16 bars @260 mm c/cDirect tension in long walls
Where at 1 m above base
Therefore,
Required
Area of distribution steel provided in horizontal direction .
Hence distribution steel will take direct tension.
DESIGN OF SHORT WALLS
(a)tank empty with pressure of saturated soil from outside(i) Top portion : the bottom 1 m acts as cantilever, while the
remaining 2 m acts
as slab supported on long walls
At h = 1 m above the base of short walls,
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(at supports)
M (at centre)
At supports,
Using 16 bars,
Hence provide 16 mm bars @ 100 m c/c at the outer face, at 2 mm below the
top.
At mid span
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Minimum
(as found earlier)
Therefore, spacing of 12 mm bars
Hence provide 12 mm bars at 170 mm c/c at the inner face
(ii) Bottom portion : the bottom 1 m will bend as cantilever.Intensity of earth pressure at bottom
Therefore,
Therefore,
Minimum steel @ 0.254% = 660.4
Therefore, spacing of 12 mm bars
Hence provide 12 mm bars @ 170 mm c/c at outside face, in the vertical
direction for bottom 1 m height. The spacing can be doubled for the upper
portion.
(iii) Direct compression in short walls
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Though the long walls bend as cantilever, it is observed that end one
meter width of long wall contributes to push in short walls, due to earth pressure,
and its magnitude is given by
(b)Tank full with water, and no earth fill outside(i) Top portion : the bottom portion h = 1 m (> H/4) acts as a cantilever,
while the remaining 2 m acts slab supported on long walls.
At h = 1 m (> H/4) above base of short wall,
Direct tension in short wall, due to water pressure on the end one metre
width of long walls is
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Effective depth d, for horizontal steel = 211 mm
Therefore, distance
Therefore, Net B.M
Therefore,
Therefore,
At the inside face (end of short walls)
Therefore, Total
Using 16 mm bars,
Hence provide 16 mm bars @ 130 mm c/c at the inner surface.
At the outside face (middle of short walls)
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Therefore, Total
Minimum
Using 12 mm bars,
Hence provide 20 mm bars @ 140 mm c/c at the inner surface.
(ii) Bottom portion : the bottom portion 1 m will bend as cantileverp (at bottom) = 29430 N/ (step 3)
Therefore,
(With tension at inside face)
Therefore,
Minimum steel @ 0.254% = 660.4 (found earlier)
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Therefore, spacing of 12 mm bars
Hence provide 12 mm bars @ 170 mm c/c at the inside face, in the
vertical direction for bottom 1 m height. The spacing can be doubled for the
upper portion.
DESIGN OF TOP SLAB
L/B =18/4 =4.5
Hence the top slab will be designed as one way slab.
Let the live load on top slab = 2000 N/
Assuming a thickness of 20 cm including finishes etc.,
Self weight
Therefore, Total
Therefore,
Provide total thickness = 150 mm. Keeping a clear of 25 mm and using 12
mm bars,
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Spacing of 16 mm bars
Hence provide 16 mm bars @ 130 mm c/c
Distribution reinforcement *+
Therefore,
Therefore, spacing of 10 mm bars
Hence provide 10 mm bars @ 180 mm c/c the other direction.
DESIGN OF BOTTOM SLAB
The magnitude
(Assuming thickness of base slab to be 300 mm)
(a)Check against flotationTotal upward flotation force
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Total downward force consists of weight of the tank. Let us assume
thickness of bottom slab = 300 mm
Weight of walls
Weight of roof slab and finishes
Weight of base slab
Therefore, Total
This is much less than the flotation force. Hence provide projection of base
slab, beyond the face of vertical walls, by an amount m all-round, so that weightof soil column supported by the projections will provide additional downward
force.
Weight of soil supported by projection
Weight of roof slab
Weight of walls
Weight of base slab
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Total uplift force
Equating total upward force to the total downward forces,
We get
Or Or
Which gives
From which
Check
Width
Length
Therefore, weight of soil supported on projection
Weight of walls =897000 N
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Weight of roof slab = 450000 N
Weight of base slab
Therefore,
Total downward weight
Total upward force
Therefore, Factor of Safety against flotation
A factor of safety of about 1.0 is needed because
(i) Concrete may weigh less than (ii) Earth may weigh less than (iii) Ground water may turn saline, and may weigh more than
Hence keep
Upward water pressure
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Self weight of slab
Therefore, Net upward pressure, p
Weight of wall per m run
Weight of roof slab, transferred to each wall, per m run
Weight of earth of projection
Therefore, Net unbalanced force per m run
Therefore, reaction each wall
Acting at above the bottom of base slab.
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Bending Moment at the edge of cantilever portion
(Causing tension at the bottom face)
Bending Moment at the centre of span
(
)
( )
(Causing tension at the top face)
Keep D=300 mm so that using an effective cover of 50 mm,
d = 300 50 = 250 mm
Spacing of 16 mm bars
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Provide 16 mm bars @ 90 mm at the bottom face.
For the top face,
Therefore, spacing of 12 mm bars
Distribution reinforcement in longitudinal direction
[]
Therefore, Area of steel
Therefore, Area of steel on each face
Therefore, Spacing of 8 mm bars
Hence provide 8 mm @ 130 mm c/c on each face.
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3.1 SUMP DESIGN FOR SKIT MECHANICAL AND HOSTEL BUILDINGS
Capacity of tank = 544.54
DESIGN CONSTANTS
Concrete grade :
Steel grade :
Modular ratio (m) = 13
For HYSD bars
Neutral axis co-efficient (k) = 0.378
Lever arm co-efficient (j) = 0.874
Moment of resistance factor (R) = 1.156
ASSUMED DATA
Angle of repose () =
Saturated unit weight of soil () =
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Unit weight of water () =
Assumed depth of sump (H) = 3m
So each capacity of sump =
Let assume B = 4 m
L X 4 X 3 = 181.51 m
L = 15.1 m 15 m
Therefore, L = 15 m, B = 4 m
The size provided for sump = 15m X 4 m X 3m
DESIGN OF LONG WALLS
(c)tank empty with pressure of saturated soil from outside
Here,
Maximum Bending Moment (B.M) at the base of the wall
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Therefore,
Provide total depth T = 260 mm so that d = 260-35 = 225 mm
Using 16 mm bars, spacing
However, provide 16 mm bars @ 100 c/c on the outside face, at the bottom
long wall.
Curtailment of reinforcement
Since the B.M is proportional to we have
From which
If (i.e. half the bars being curtailed)
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() ()
Therefore, Height from base = 32.38 = 0.62m. However, as per code
requirements, the bars are to be continued further for a distance of 12 (=12 X 16
= 192 mm) or d (= 225 mm), whichever is more, beyond this point. Hence curtail
half the bars at more, beyond this point. Hence curtail half the bars at 0.62 +
0.225 0.85m from base.
Similarly, depth where only th reinforcement is required
() ()
Therefore, Height from base = 31.89 = 1.11m. However, as per code
requirements, the bars are to be continued further for a distance of 12 (=12 X 16
= 192 mm) or d (= 225 mm), whichever is more, beyond this point. Hence curtail
half the bars at more, beyond this point. Hence curtail half the bars at 1.11 +
0.225 1.35m from base.
Minimum, % reinforcement
Minimum
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This is more than of at the bottom. Hence the above curtailment is
not permissible.
Hence the reinforcement will be provided as under:
(iii) at base: 16 bars @ 100 c/c(iv) at 0.85 m above base, up to top: 16 bars @200 mm c/c
Distribution steel
% distribution steel
Area to be provided on each face =330.2
Therefore, spacing of 8 mm bars
Hence provide 8 mm bars @ 150 mm c/c on each face.
Actual Direct compression in long walls
At h = 1 m above the base of short walls,
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This direct compression developed on long walls is given by
This will be taken by the distribution steel and wall section.
(d)Tank full with water, and no earth fill outside
Using 16 mm bars, spacing
However, provide 16 mm bars @ 130 c/c on the outside face, at the inside
face.
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Curtailment of reinforcement
( )
If (i.e. half the bars being curtailed)
() ()
As decided earlier, curtail half the bars at 0.85 m from the base.
Minimum, % reinforcement @ 0.254% = 660.4. Hence furthercurtailment is not permissible.
Thus the reinforcement at the inner face will be provided as follows:
(iii) at base : 16 bars @ 130 c/c(iv) at 0.85 m above base, up to top: 16 bars @260 mm c/c
Direct tension in long walls
Where at 1 m above base
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Therefore,
Required
Area of distribution steel provided in horizontal direction .
Hence distribution steel will take direct tension.
4. DESIGN OF SHORT WALLS
(c)tank empty with pressure of saturated soil from outside(iv) Top portion : the bottom 1 m acts as cantilever, while the
remaining 2 m acts
as slab supported on long walls
At h = 1 m above the base of short walls,
(at supports)
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M (at centre)
At supports,
Using 12 bars,
Hence provide 12 mm bars @ 95 m c/c at the outer face, at 2 mm below the
top.
At mid span
Minimum (as found earlier)
Therefore, spacing of 12 mm bars
Hence provide 12 mm bars at 170 mm c/c at the inner face
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(v) Bottom portion : the bottom 1 m will bend as cantilever.Intensity of earth pressure at bottom
Therefore,
Therefore,
Minimum steel @ 0.254% = 660.4
Therefore, spacing of 12 mm bars
Hence provide 12 mm bars @ 170 mm c/c at outside face, in the vertical
direction for bottom 1 m height. The spacing can be doubled for the upper
portion.
(vi) Direct compression in short wallsThough the long walls bend as cantilever, it is observed that end one
meter width of long wall contributes to push in short walls, due to earth pressure,
and its magnitude is given by
(d)Tank full with water, and no earth fill outside(iii) Top portion : the bottom portion h = 1 m (> H/4) acts as a cantilever,
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while the remaining 2 m acts slab supported on long walls.
At h = 1 m (> H/4) above base of short wall,
Direct tension in short wall, due to water pressure on the end one metre
width of long walls is
Effective depth d, for horizontal steel = 211 mm
Therefore, distance
Therefore, Net B.M
Therefore,
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Therefore,
At the inside face (end of short walls)
Therefore, Total
Using 12 mm bars,
Hence provide 12 mm bars @ 110 mm c/c at the inner surface.
At the outside face (middle of short walls)
Therefore, Total
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Minimum
Using 12 mm bars,
Hence provide 20 mm bars @ 170 mm c/c at the inner surface.
(iv) Bottom portion : the bottom portion 1 m will bend as cantileverp (at bottom) = 29430 N/ (step 3)
Therefore,
(With tension at inside face)
Therefore,
Minimum steel @ 0.254% = 660.4 (found earlier)
Therefore, spacing of 12 mm bars
Hence provide 12 mm bars @ 170 mm c/c at the inside face, in the
vertical direction for bottom 1 m height. The spacing can be doubled for the
upper portion.
DESIGN OF TOP SLAB
L/B =15/4 =3.8
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Hence the top slab will be designed as one way slab.
Let the live load on top slab = 2000 N/
Assuming a thickness of 20 cm including finishes etc.,
Self weight
Therefore, Total
Therefore,
Provide total thickness = 150 mm. Keeping a clear of 25 mm and using 12
mm bars,
Spacing of 13 mm bars
Hence provide 12 mm bars @ 110 mm c/c
Distribution reinforcement *+
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Therefore, Total
This is much less than the flotation force. Hence provide projection of base
slab, beyond the face of vertical walls, by an amount m all-round, so that weightof soil column supported by the projections will provide additional downward
force.
Weight of soil supported by projection
Weight of roof slab
Weight of walls
Weight of base slab
Total uplift force
Equating total upward force to the total downward forces,
We get
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Or
Or
Which gives
From which
Check
Width Length
Therefore, weight of soil supported on projection
Weight of walls =741000 N
Weight of roof slab = 300000 N
Weight of base slab
Therefore,
Total downward weight
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Total upward force
Therefore, Factor of Safety against flotation
A factor of safety of about 1.0 is needed because
(iv) Concrete may weigh less than (v) Earth may weigh less than (vi) Ground water may turn saline, and may weigh more than
Hence keep
Upward water pressure
Self weight of slab
Therefore, Net upward pressure, p
Weight of wall per m run
Weight of roof slab, transferred to each wall, per m run
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Weight of earth of projection
Therefore, Net unbalanced force per m run
Therefore, reaction each wall
Acting at above the bottom of base slab.
Bending Moment at the edge of cantilever portion
(Causing tension at the bottom face)Bending Moment at the centre of span
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(
)
(
)
(Causing tension at the top face)
Keep D=300 mm so that using an effective cover of 50 mm,
d = 300 50 = 250 mm
Spacing of 16 mm bars
Provide 16 mm bars @ 90 mm at the bottom face.
For the top face,
Therefore, spacing of 12 mm bars
Distribution reinforcement in longitudinal direction
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[]
Therefore, Area of steel
Therefore, Area of steel on each face
Therefore, Spacing of 8 mm bars
Hence provide 8 mm @ 130 mm c/c on each face.
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3.2 DETAILED ESTIMATES OF MAIN BUILDINGS.No. Description Numbers Length Breadth Height Quantity
(m) (m) (m) (cu.m./sq.m)
1 Earthwork in Excavation 5 X 1 19.52 6.52 3.45 2 Sand spreading including
labour charges 5 X 1 19.52 6.52 0.30 190.91
3 CC in foundation (1:5:10) 5 X 1 19.52 6.52 0.30 190.91
4 R.C.C Work 1:1:3 in slab
excluding steel and its
bending but including
(centering, shuttering and
bending steel)
Bottom slab 5 X 1 19.52 6.52 0.30 190.91
Top slab 5 X 1 18.52 5.52 0.15 76.67
Long walls 5 X 2 18.52 0.26 3.0 144.5
Short walls 5 X 2 5.0 0.26 3.0 39.0
Deductions for manhole 5 X 1 0.75 0.60 0.15 -0.34
For manhole with
bearing 15 cm 5 X 1 1.05 0.90 0.15 +0.71
5 Steel bars including in
R.C.C. work
For side walls 1.23 MT
For top slab 0.28 MT
For bottom slab 0.58 MT
2.09 MT6 Plastering
Long walls 5 X 2 18.52 - 3.0 555.6
Short walls 5 X 2 5.52 - 3.0 165.6
Bottom slab top side 5 X 1 18 5 - 450.0
Top slab
Inside 5 X 1 18 5 - 450.0
Outside 5 X 1 18.52 5.52 - 511.15
Deduction for manhole 0.75 0.6 - -2.25
7 Sand filling
Long wall side 5 X 2 19.52 0.5 3.0 292.8
Short wall side 5 X 2 5.52 0.5 3.0 82.8
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3.3 DETAILED ESTIMATES OF MECHANICAL AND HOSTEL BUILDINGS
S.No. Description Numbers Length Breadth Height Quantity
(m) (m) (m) (cu.m./sq.m)
1 Earthwork in Excavation 5 X 1 16.52 5.52 3.5
2 Sand spreading including
labour charges 5 X 1 16.52 5.52 0.30 111.7
3 CC in foundation (1:5:10) 5 X 1 16.52 5.52 0.30 111.7
4 R.C.C Work 1:1:3 in slab
excluding steel and its
bending but including
(centering, shuttering and
bending steel)
Bottom slab 5 X 1 16.52 5.52 0.30 111.7
Top slab 5 X 1 15.52 4.52 0.15 52.61
Long walls 5 X 2 15.52 0.26 3.0 121.05Short walls 5 X 2 4.0 0.26 3.0 31.2
Deductions for manhole 5 X 1 0.75 0.60 0.15 -0.315
For manhole with
bearing 15 cm 5 X 1 1.05 0.90 0.15 +0.71
5 Steel bars including in
R.C.C. work
For side walls 1.03 MT
For top slab 0.23 MT
For bottom slab 0.47 MT1.73 MT
6 Plastering
Long walls 5 X 2 15.52 - 3.0 465.6
Short walls 5 X 2 4.52 - 3.0 135.6
Bottom slab top side 5 X 1 15 4 - 300.0
Top slab
Inside 5 X 1 15 4 - 300.0
Outside 5 X 1 15.52 4.52 - 350.75
Deduction for manhole 0.75 0.6 - -2.25
7 Sand fillingLong wall side 5 X 2 16.52 0.5 3.0 247.8
Short wall side 5 X 2 4.52 0.5 3.0 67.8
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3.4 ABSTRACT ESTIMATION OF SKIT COLLEGE MAIN BUILDING SUMPS
S. Quantity Description Rate Per Amount
No. Rs.Ps. Cu.m/sq.m Rs.
1 2195.4 Earthwork excavation and 34.50 1 cum 75742
depositing as directed with an
initial load of 10m and lift 3m
in ordinary gravel
2 190.91 sand spreading at bottom 213.18 1 cum 40699
of tank
3 190.91 C.C. in foundation(1:5:10) 497.60 1 cum 94997
4 451.45 RCC (1:11/2:3) using 20mm 2839.30 1 cum 128182
HBG metal for RCC slab and
side walls
5 2.09 Steel 29500.0 1 MT 61655
6 2130.1 Plastering with cm (1:4) min 91.00 1 sqm 193840
with 200 mm thick
7 375.6 Sand fill 213.18 1 cum 80071
8 LS Provision for contingencies - - 482
Total 675668
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3.5 ABSTRACT ESTIMATION OF SKIT COLLEGE MECHANICAL AND
HOSTEL BUILDING SUMPS
S. Quantity Description Rate Per Amount
No. Rs.Ps. Cu.m/sq.m Rs.
1 1595.8 Earthwork excavation and 34.50 1 cum 55056
depositing as directed with an
initial load of 10m and lift 3m
in ordinary gravel
2 111.7 sand spreading at bottom 213.18 1 cum 23813
of tank
3 111.7 C.C. in foundation(1:5:10) 497.60 1 cum 55582
4 316.96 RCC (1:11/2:3) using 20mm 2839.30 1 cum 899945
HBG metal for RCC slab and
side walls
5 1.73 Steel 29500.0 1 MT 51035
6 1549.7 Plastering with cm (1:4) min 91.00 1 sqm 141023
with 200 mm thick
7 315.6 Sand fill 213.18 1 cum 67280
8 LS Provision for contingencies - - 482
Total 9393716
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ESTIMATED COST OF THE PROJECT
Estimated cost of the S.K.I.T college main building = Rs.675668
Estimated cost of the Mechanical and Hostel buildings = Rs.9393716
Total cost of the project = Rs.10069384
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CONCLUSIONS
Storage of water in the form of tanks leads to artificial recharge of ground
water and also for drinking and washing purposes, swimming pools for exercise
and enjoyment, and sewage sedimentation tanks are gaining increasing
importance in the present day life.
Design of water tank is a very tedious method. Particularly design of under
ground water tank involves lots of mathematical formulae and calculation. It is
also time consuming. Hence program gives a solution to the above problems.
There is a little difference between the design values of program to that of
manual calculation. The program gives the least value for the design. Hence
designer should not provide less than the values we get from the program. In case
of theoretical calculation designer initially add some extra values to the obtained
values to be in safer side.
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REFERENCES
1. B.N.Dutta., Estimation and Costing, UBS publishers2. B.C.Punmia., Reinforced Concrete Structures, Laxmi Publications3. Santhosh Kumar Garg, Water Supply Engineering, (Vol 1), Khanna
Publishers
4. Manual: Rain Water Harvesting and Conservation5. Sushil kumar., Reinforced Concrete Structures6. Codes IS : 3370 (Part II) 1965