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Chapter 3
2
5/8/2021 Rashna Pandit
❑ To Know the Condition Of Sewer In Nepal.
❑ To Know and understand the Design Procedure Of Sewer.
❑ To Gain the Knowledge about the Various Sewer Appurtenances.
Presentation Outline
3
3.1. Shapes of sewer
3.2. Sewer Materials - salt glazed stoneware, cement concrete, cast iron
3.3. Design criteria of sewers - design period, minimum and maximum
velocities, self cleansing velocity, sewer size range, sewer gradient
3.4. Hydraulic formulae for design Manning's, and Hazen Williams formulae,
hydraulic elements of circular sewers for partial flow condition, partial flow
diagrams
3.5. Numerical
3.6 Construction of sewers
5/8/2021 Rashna Pandit
3.1. Shapes of sewer
4
There are various types of sewer among them most common is circular for
closed sewers. Anyway shape of the sewer section should be selected in
such a way that it should:
• Develop self cleansing velocity during DWF
• Be easy in cleaning and maintenance
• Withstand the internal and external pressure
• Be structurally safe and stable
• Br hydraulically efficient
• Have sufficient free board to prevent from overflow during monsoon
5/8/2021 Rashna Pandit
5
5/8/2021 Rashna Pandit
3.1. Shapes of sewer
1. Rectangular section
2. Circular section
3. Semi Elliptical section
4. Horse Shoe section
5. Basket Handle section
6. Egg section
6
5/8/2021 Rashna Pandit
3.1. Shapes of sewer
1. Rectangular section:
It is not preferred in a sewer line because it is not so
hydraulically efficient.
7
5/8/2021 Rashna Pandit
3.1. Shapes of sewer
2. Circular section:
It is the most common and used type of section in sewer
line.
Advantages:
• This section gives the least perimeter for a given area;
therefore it has the maximum hydraulic mean depth for
running full and half full depth of the section.
• This section is also very economical as the quantity of
materials required is less.
• This section can be easily manufactured in the factories,
transported and laid at the required places.
• This section is useful in separate system of sewerage,
where discharge is more or less uniform.
8
5/8/2021 Rashna Pandit
3.1. Shapes of sewer
2. Circular section:
Disadvantage:
• But it is not suitable for combined system, because
in dry weather it is very difficult to develop the self-
cleaning velocity.
9
5/8/2021 Rashna Pandit
3.1. Shapes of sewer
3. Semi Elliptical section:
10
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4.Horse Shoe section
11
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5. Basket Handle section
12
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3.2 Sewer Materials
13
5/8/2021 Rashna Pandit
3.2 Sewer Materials
Requirements of sewer materials
➢It should be resistant to corrosion and abrasion de to impurities.
➢It should be durable and have sufficient strength.
➢It should be structurally safe.
➢It should have minimum weight so that it can be easily handled.
➢Should be impervious.
➢Should be cheap and easily available.
14
5/8/2021 Rashna Pandit
15
5/8/2021 Rashna Pandit
16
5/8/2021 Rashna Pandit
3.3. Design criteria of sewers
1. Specific gravity of sewage: Sewage contains 99% water hence its sp.gr. Nearly 1
2. Design period: Consideration of design period (25-30 years).
3. Velocity of flow: Sewers are design to ensure the neither silting nor scouring
velocity i.e. self cleansing velocity and limiting velocity.
𝑉𝑠 =
8𝐾
𝑓
𝐺𝑠 − 1 𝑔 × 𝑑
Where, Vs is self cleansing velocity
K is constant (taken as between 0.04 to 0.8)
f Darcy Weisbach friction factor (taken as 0.03)
Gs is specific gravity (range from 1.2 for organic to 2.65 inorganic)
g is acceleration due to gravity = 9.8 m/sec
d diameter of the solid particles carried organic sediments (m)
17
5/8/2021 Rashna Pandit
3.3. Design criteria of sewers
4. Minimum velocity: Minimum or self-cleansing velocity may be defined as that
velocity at which the solid particles will remain in suspension, without settling at
the bottom of the sewer. The criteria for determining minimum velocity which
depends upon:
• Sewer size
• Sewerage system
• Solid particles
S.N. Sewer diameter (m) Self cleaning velocity
1. 15-25 1
2. 30-90 0.75
3. >60 0.6
Self cleaning velocity for different diameter of sewer
18
5/8/2021 Rashna Pandit
3.3. Design criteria of sewers
5. Maximum or limiting velocity: It is the necessary velocity of flow of sewage in a
sewer should not be excessive to cause scouring or erosion of its inner surface. For
general design, non-scouring or maximum velocity is considered as 3 m/sec but
limiting velocity depends on the material of sewers.
6. Minimum size of sewers: Sewer size should not less than 15 cm but
recommended is 20 cm. The commercially available size are of 15, 20, 25, 30, …….
,60 etc. maximum available size is 3 m.
7. Sewer grades: The sewer gradient are selected as per site condition. The
minimum gradient should be such that self cleansing velocity is achieved and
maximum gradient should be such that the velocity doesn’t exceed to non scouring
velocity. Minimum gradient should be 1: 100 and maximum is 1: 20.
19
5/8/2021 Rashna Pandit
3.4 Hydraulic formulae
20
5/8/2021 Rashna Pandit
3.4 Hydraulic formulae
1. Chezy’s Formula:
V=C√(RS)
Where, V = velocity of flow m/s
R = Hydraulic mean depth in mm
S = Slope or gradient of sewer
C= Chezy’s coefficient
2. Hazen-Williams formula:
V=0.85 CH R0.63 S0.54
Where, CH is Hazen-William’s coefficient
3. Manning’s Formula:
V=
1
𝑁
R2/3S1/2
Where, N is manning’s coefficient
21
5/8/2021 Rashna Pandit
Hydraulic elements of circular section:
a) Circular sewers running full:
Let D be the internal diameter of the sewer
• Area of flow section: 𝐴 =
𝜋
4
𝐷2
• Wetted perimeter: 𝑃 = 𝜋D
• Hydraulic mean depth: 𝑅 =
𝐴
𝑃
=
𝐷
4
• Velocity of flow: V=
1
𝑁
R2/3S1/2
Where, N is manning’s coefficient and S is the slope or
gradient of sewer
• Discharge: 𝑄 = 𝐴 × 𝑉
b) Circular sewers running half:
Area of flow section: 𝐴 =
1
2
𝜋
4
𝐷2=
𝐷
4
22
5/8/2021 Rashna Pandit
Hydraulic elements of circular section:
a) Circular sewers running partially full:
c)
23
5/8/2021 Rashna Pandit
24
5/8/2021 Rashna Pandit
25
5/8/2021 Rashna Pandit
26
5/8/2021 Rashna Pandit
3.4 Hydraulic formulae
1. Chezy’s Formula:
V=C√(RS)
Where, V = velocity of flow m/s
R = Hydraulic mean depth in mm
S = Slope or gradient of sewer
C= Chezy’s coefficient
2. Hazen-Williams formula:
V=0.85 CH R0.63 S0.54
Where, CH is Hazen-William’s coefficient
3. Manning’s Formula:
V=
1
𝑁
R2/3S1/2
Where, N is manning’s coefficient
5/8/2021 Rashna Pandit
27
5/8/2021 Rashna Pandit
28
5/8/2021 Rashna Pandit
29
5/8/2021 Rashna Pandit
30
5/8/2021 Rashna Pandit
31
32
5/8/2021 Rashna Pandit
3.5. Numerical
On pdf
33
5/8/2021 Rashna Pandit

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Sanitary-chapter-3-Rashna-PanditTheory.pdf

  • 2. 2 5/8/2021 Rashna Pandit ❑ To Know the Condition Of Sewer In Nepal. ❑ To Know and understand the Design Procedure Of Sewer. ❑ To Gain the Knowledge about the Various Sewer Appurtenances.
  • 3. Presentation Outline 3 3.1. Shapes of sewer 3.2. Sewer Materials - salt glazed stoneware, cement concrete, cast iron 3.3. Design criteria of sewers - design period, minimum and maximum velocities, self cleansing velocity, sewer size range, sewer gradient 3.4. Hydraulic formulae for design Manning's, and Hazen Williams formulae, hydraulic elements of circular sewers for partial flow condition, partial flow diagrams 3.5. Numerical 3.6 Construction of sewers 5/8/2021 Rashna Pandit
  • 4. 3.1. Shapes of sewer 4 There are various types of sewer among them most common is circular for closed sewers. Anyway shape of the sewer section should be selected in such a way that it should: • Develop self cleansing velocity during DWF • Be easy in cleaning and maintenance • Withstand the internal and external pressure • Be structurally safe and stable • Br hydraulically efficient • Have sufficient free board to prevent from overflow during monsoon 5/8/2021 Rashna Pandit
  • 5. 5 5/8/2021 Rashna Pandit 3.1. Shapes of sewer 1. Rectangular section 2. Circular section 3. Semi Elliptical section 4. Horse Shoe section 5. Basket Handle section 6. Egg section
  • 6. 6 5/8/2021 Rashna Pandit 3.1. Shapes of sewer 1. Rectangular section: It is not preferred in a sewer line because it is not so hydraulically efficient.
  • 7. 7 5/8/2021 Rashna Pandit 3.1. Shapes of sewer 2. Circular section: It is the most common and used type of section in sewer line. Advantages: • This section gives the least perimeter for a given area; therefore it has the maximum hydraulic mean depth for running full and half full depth of the section. • This section is also very economical as the quantity of materials required is less. • This section can be easily manufactured in the factories, transported and laid at the required places. • This section is useful in separate system of sewerage, where discharge is more or less uniform.
  • 8. 8 5/8/2021 Rashna Pandit 3.1. Shapes of sewer 2. Circular section: Disadvantage: • But it is not suitable for combined system, because in dry weather it is very difficult to develop the self- cleaning velocity.
  • 9. 9 5/8/2021 Rashna Pandit 3.1. Shapes of sewer 3. Semi Elliptical section:
  • 11. 11 5/8/2021 Rashna Pandit 5. Basket Handle section
  • 12. 12 5/8/2021 Rashna Pandit 3.2 Sewer Materials
  • 13. 13 5/8/2021 Rashna Pandit 3.2 Sewer Materials Requirements of sewer materials ➢It should be resistant to corrosion and abrasion de to impurities. ➢It should be durable and have sufficient strength. ➢It should be structurally safe. ➢It should have minimum weight so that it can be easily handled. ➢Should be impervious. ➢Should be cheap and easily available.
  • 16. 16 5/8/2021 Rashna Pandit 3.3. Design criteria of sewers 1. Specific gravity of sewage: Sewage contains 99% water hence its sp.gr. Nearly 1 2. Design period: Consideration of design period (25-30 years). 3. Velocity of flow: Sewers are design to ensure the neither silting nor scouring velocity i.e. self cleansing velocity and limiting velocity. 𝑉𝑠 = 8𝐾 𝑓 𝐺𝑠 − 1 𝑔 × 𝑑 Where, Vs is self cleansing velocity K is constant (taken as between 0.04 to 0.8) f Darcy Weisbach friction factor (taken as 0.03) Gs is specific gravity (range from 1.2 for organic to 2.65 inorganic) g is acceleration due to gravity = 9.8 m/sec d diameter of the solid particles carried organic sediments (m)
  • 17. 17 5/8/2021 Rashna Pandit 3.3. Design criteria of sewers 4. Minimum velocity: Minimum or self-cleansing velocity may be defined as that velocity at which the solid particles will remain in suspension, without settling at the bottom of the sewer. The criteria for determining minimum velocity which depends upon: • Sewer size • Sewerage system • Solid particles S.N. Sewer diameter (m) Self cleaning velocity 1. 15-25 1 2. 30-90 0.75 3. >60 0.6 Self cleaning velocity for different diameter of sewer
  • 18. 18 5/8/2021 Rashna Pandit 3.3. Design criteria of sewers 5. Maximum or limiting velocity: It is the necessary velocity of flow of sewage in a sewer should not be excessive to cause scouring or erosion of its inner surface. For general design, non-scouring or maximum velocity is considered as 3 m/sec but limiting velocity depends on the material of sewers. 6. Minimum size of sewers: Sewer size should not less than 15 cm but recommended is 20 cm. The commercially available size are of 15, 20, 25, 30, ……. ,60 etc. maximum available size is 3 m. 7. Sewer grades: The sewer gradient are selected as per site condition. The minimum gradient should be such that self cleansing velocity is achieved and maximum gradient should be such that the velocity doesn’t exceed to non scouring velocity. Minimum gradient should be 1: 100 and maximum is 1: 20.
  • 19. 19 5/8/2021 Rashna Pandit 3.4 Hydraulic formulae
  • 20. 20 5/8/2021 Rashna Pandit 3.4 Hydraulic formulae 1. Chezy’s Formula: V=C√(RS) Where, V = velocity of flow m/s R = Hydraulic mean depth in mm S = Slope or gradient of sewer C= Chezy’s coefficient 2. Hazen-Williams formula: V=0.85 CH R0.63 S0.54 Where, CH is Hazen-William’s coefficient 3. Manning’s Formula: V= 1 𝑁 R2/3S1/2 Where, N is manning’s coefficient
  • 21. 21 5/8/2021 Rashna Pandit Hydraulic elements of circular section: a) Circular sewers running full: Let D be the internal diameter of the sewer • Area of flow section: 𝐴 = 𝜋 4 𝐷2 • Wetted perimeter: 𝑃 = 𝜋D • Hydraulic mean depth: 𝑅 = 𝐴 𝑃 = 𝐷 4 • Velocity of flow: V= 1 𝑁 R2/3S1/2 Where, N is manning’s coefficient and S is the slope or gradient of sewer • Discharge: 𝑄 = 𝐴 × 𝑉 b) Circular sewers running half: Area of flow section: 𝐴 = 1 2 𝜋 4 𝐷2= 𝐷 4
  • 22. 22 5/8/2021 Rashna Pandit Hydraulic elements of circular section: a) Circular sewers running partially full: c)
  • 26. 26 5/8/2021 Rashna Pandit 3.4 Hydraulic formulae 1. Chezy’s Formula: V=C√(RS) Where, V = velocity of flow m/s R = Hydraulic mean depth in mm S = Slope or gradient of sewer C= Chezy’s coefficient 2. Hazen-Williams formula: V=0.85 CH R0.63 S0.54 Where, CH is Hazen-William’s coefficient 3. Manning’s Formula: V= 1 𝑁 R2/3S1/2 Where, N is manning’s coefficient
  • 32. 32 5/8/2021 Rashna Pandit 3.5. Numerical On pdf