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HYDRAULICS_2

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pipe (C=130) and Q=300m3/h can be found out of tables or. ruler. ... Water pressure at point C is: ... (C=130) which connects a cistern (A) at elevation of 30m ... – PowerPoint PPT presentation

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Title: HYDRAULICS_2


1
HYDRAULICS_2
  • Design of Irrigation Systems
  • by
  • László Ormos

2
Total Head by Bernoullis Law
  • where
  • the relative elevation of the water
  • the pressure head of the water
  • the water velocity head.

3
Energy Head Loss in Pipes
  • The energy loss (head loss) in pipes due to water
    flow
  • (friction) is proportional to the length of pipe
  • ,
  • where J is the head loss in a pipe expressed by
    either
  • or .

4
Energy Head Loss in Pipes
  • The head loss due to friction is found out by the
    Hazen
  • Williams expression
  • where
  • J is the head loss expressed by ,
  • Q is the flow rate expressed by m3/hr,
  • v is the flow velocity by m/sec,
  • D is the diameter of pipe expressed by mm,
  • C is the smoothness of internal surface of pipe.

5
Energy Head Loss in Pipes
  • The layout of an irrigation system is the
    following
  • The flow rate of pump at A is QA300m3/h at pA6
    bar
  • pressure. The water flow rate out of B is
    QB200m3/h.
  • What are pressures at the points B and C?

6
Energy Head Loss in Pipes
  • For A-B the head loss due to a friction for the
    D1250mm
  • pipe (C130) and Q300m3/h can be found out of
    tables or
  • slide ruler. The hydraulic gradient is J11.
  • The actual head loss due to a friction for
    L1900m long pipe is
  • 2. The difference elevation between A to B is
  • Water pressure at point B is

7
Energy Head Loss in Pipes
  • For B-C the head loss due to a friction for the
    D2150mm
  • pipe (C130) and Q100m3/h can be found out of
    tables or
  • slide ruler. The hydraulic gradient is J18.
  • The actual head loss due to a friction for
    L2200m long pipe is
  • 5. The difference elevation between B to C is
  • The water pressure at point C is

8
Energy Head Loss in Pipes
  • The result can also be computed by Bernoullis
    law for B
  • and C only as follows
  • Water flow velocity in 250mm pipe is the
    following

9
Energy Head Loss in Pipes
  • Water flow velocity in 150mm pipe is the
    following

10
Energy Head Loss in Pipes
  • The difference head velocity is
  • Water velocity heads are as follows

11
Energy Head Loss in Pipes
  • Water pressure at point C is
  • (since the difference velocity head ?hv has been
    too small it can be neglected)

12
Energy Head Loss in Pipes
  • Given a 300 meters long pipe and its diameter is
    250mm
  • (C130) which connects a cistern (A) at elevation
    of 30m
  • to a booster (B) at a sea level, and from there
    to a cistern
  • 2200m away at elevation of 180m. The booster pump
  • generates 17bar pressure.
  • What is the flow rate?

13
Energy Head Loss in Pipes
  • The water pressure just before the booster is as
    follows
  • The water pressure just after the booster is as
    follows
  • For B-C section

14
Energy Head Loss in Pipes
  • The total pipe length is
  • The head loss due to the friction is as follows
  • The water flow rate can be found out of tables or
    a slide ruler based on
  • J8 and D250mm. It is about 250m3/h.

15
References
Azenkot, A.(1998)Design Irrigation System.
Ministry of Agricul- ture Extension Service
(Irrigation Field service), MASHAV Israel Dr.
Avidan, A.(1995)Soil-Water-Plant Relationship.
Ministry of Agriculture Extension Service
(Irrigation Field service), CINADCO, Ministry of
Foreign Affairs, MASHAV, Israel Sapir, E.-Dr. E.
Yagev (1995)Drip Irrigation. Ministry of
Agricul- ture and Rural Development, CINADCO,
Ministry of Foreign Affairs, MASHAV,
Israel Sapir, E.-Dr. E. Yagev (2001)Sprinkler
Irrigation. Ministry of - culture and Rural
Development, CINADCO,Ministry of Foreign
Affairs, MASHAV, Israel Eng. Nathan, R.
(2002)Fertilization Combined with Irrigation
(Fertigation). Ministry of Agriculture and Rural
Development, CINADCO,Ministry of Foreign Affairs,
MASHAV, Israel
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