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PUMPS
Engineering Solutions . . . Delivering Results
Introduction
• Pumps are a mechanical device that forces a fluid to move from one
position to another.
• This is achieved by supplying energy or head to a flowing liquid in
order to overcome head losses due to friction, pipe work and also, if
necessary, to raise the liquid to a higher level.
Engineering Solutions . . . Delivering Results
Classification of Pumps
Engineering Solutions . . . Delivering Results
Centrifugal pump
• Centrifugal pump
• Its purpose
• The energy changes
Engineering Solutions . . . Delivering Results
Centrifugal pump
Engineering Solutions . . . Delivering Results
Reciprocating pump
 Piston plunger pump is simplest
form
 Prime movers
 The capacity of a pump is
determined by the number of plungers
or pistons and the size of these
elements (bore and stroke).
Engineering Solutions . . . Delivering Results
Reciprocating pump
Engineering Solutions . . . Delivering Results
Features of different pump
Engineering Solutions . . . Delivering Results
Pump Types-Comparison and Selection Guide
Yes
Yes
No
Self-priming
Constant
Constant
Variable
Variable or
Constant Flow
Smooth
Pulsating
Smooth
Smooth or
Pulsating Flow
Yes
Yes
No
Requires Relief
Valve
2.81 X 106 + kg/m2
7.03 X 106 + kg/m2
4.23 X 104 + kg/m2
Maximum Pressure
Yes
Yes
No
Low Flow Rate
Capability
2271.2 + m3/hr
2271.2 + m3/hr
27276.6 + m3/hr
Maximum Flow
Rate
Low/Medium
Capacity,
Low/Medium
Pressure
Low Capacity,
High Pressure
Medium/High
Capacity,
Low/Medium
Pressure
Optimum Flow and
Pressure
Applications
Rotary Pumps
Reciprocating Pumps
Centrifugal Pumps
Parameter
Engineering Solutions . . . Delivering Results
Calculation
• Suction pressure
Suction pressure is the pressure at the upstream of the pump. This is given
by
Suction pressure = source press. + static head – del p in pump suction
BTL
Pump centre line
Vessel
Source pressure Source pressure – pressure
above the liquid level
Static head – static pressure
difference due to the liquid
between pump centre line
and vessel BTL
Del P – losses in the pump
suction line
Pump
Engineering Solutions . . . Delivering Results
NPSH – Net Positive Suction Head
• NPSHa is the net remaining pressure at the suction flange of the
pump after subtracting all negative forces that restrict liquid from
getting into the pump.
• A similar term NPSHr is used by pump manufactures to describe the
energy losses that occur within many pumps as the fluid volume is
allowed to expand within the pump body. This energy loss is
expressed as a head of fluid.
Engineering Solutions . . . Delivering Results
NPSHa Calculation
The NPSHa is calculated from:
Fluid surface pressure + positive
head – pipework friction loss –
fluid vapour pressure
Or
Fluid surface pressure – negative
head – pipework friction loss –
fluid vapour pressure
Engineering Solutions . . . Delivering Results
Cavitation
• Vapour pressure
• Local boiling
• Gas bubbles collapse
• Reduce the flow of delivered fluid.
• Vibrations, damage to the pipework system or the pump. This
effect is known as cavitation.
Engineering Solutions . . . Delivering Results
Understanding NPSHa and NPSHr
Engineering Solutions . . . Delivering Results
In a system where the fluid needs to be lifted to the pump inlet , the negative
head reduces the motive force to move the fluid to the pump.
Engineering Solutions . . . Delivering Results
Discharge pressure
• Discharge pressure is pressure at the downstream of the pump
• This is given by
Discharge pressure = Destination pressure + static head + del p in
pump discharge circuit + contingency
Where,
Destination pressure – Operating pressure of the destination
vessel/column, etc.
Static head – static pressure difference due to the liquid head
between final destination point and grade.
Del p – line losses in the discharge line.
Contingency – This is kept to take care of any unforeseen
additional requirement of del p in the discharge
circuit.
Engineering Solutions . . . Delivering Results
• Differential pressure = Discharge pressure – Suction pressure
• Differential head = [(Diff. pressure in Kg/cm2) / (Density in Kg/m3)]
X 104
• Shut off pressure = Max suction pressure + Max diff. pressure
where, Max suction press. = Max source press + Static head
Max diff. pressure:
for centrifugal pump = 1.2 X Diff. pressure
for positive displacement pump = 1.1 X Diff. pressure
• Pump power consumption (kw) = (Flow rate in m3/hr X Diff.
pressure in Kg/cm2) / (36 X efficiency)
Engineering Solutions . . . Delivering Results
Typical characteristic curve for centrifugal pump
Engineering Solutions . . . Delivering Results
Proportioning pump efficiency
Engineering Solutions . . . Delivering Results
Example
Engineering Solutions . . . Delivering Results
• Required flow rate Q = 200 l/s……(given)
• Pressure at the Suction side of pump
Source pressure = 3.0 m……given
Pressure loss in suction line = 50 kpa
= 50 X 10.33 = 5.10 m of water
therefore, pressure at pump suction
= 3.0 – 5.10 = -2.10 m of water
• Required Discharge pressure
Static head to be overcome = 25.0 m of water
Line losses to be overcome = 250 kpa
= 250 X 10.33 = 25.5 m of water
• Total pressure required at the discharge of pump
= 25.0 + 25.5 = 50.5 m of water
• Thus, head to be added by pump = 50.5 – (-2.1)
= 52.6 m of water
Engineering Solutions . . . Delivering Results
• Operating point lies in the
operating Envelop as such this
pump can supply the required
head at the required flow rate.
• Pump will operate at around
1040 rpm
• Required NPSH is 6.5 m of
water
• Efficiency at the operating
point can be seen to be about
66 %
Engineering Solutions . . . Delivering Results
• NPSH Calculation
• NPSHa = Height of liquid in tank above pump suction + Atmospheric
pressure - Pressure losses in suction piping - Vapour pressure of liquid
• Atmospheric pressure = 10.33 m of water
• Vapour pressure of water @ 60 deg. C = 149.4 mm Hg
= (149.4 / 760) X 10.33 = 2.0 m of water
• NPSHa = 3.0 + 10.33 – 5.10 – 2.0
= 6.23 m of water
• From this we can see NPSHr > NPSHa which is not feasible and hence
cavitation will occur.
Therefore this pump is not suitable for this application
• We will calculate the power requirements, as an example of how to do this.
Pump power consumption kw = (Flow rate in m3/hr X Diff. pressure in
Kg/cm2) / (36 X efficiency)
= (720 X 5.26) / (36 X 0.66)
= 160 kw
Engineering Solutions . . . Delivering Results
Excel Sheet
Pump Calculation.xls
Engineering Solutions . . . Delivering Results
“THANK YOU”
Engineering Solutions . . . Delivering Results
Engineering Solutions . . . Delivering Results
RP
Engineering Solutions . . . Delivering Results
RP

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NPSH.pdf

  • 2. Engineering Solutions . . . Delivering Results Introduction • Pumps are a mechanical device that forces a fluid to move from one position to another. • This is achieved by supplying energy or head to a flowing liquid in order to overcome head losses due to friction, pipe work and also, if necessary, to raise the liquid to a higher level.
  • 3. Engineering Solutions . . . Delivering Results Classification of Pumps
  • 4. Engineering Solutions . . . Delivering Results Centrifugal pump • Centrifugal pump • Its purpose • The energy changes
  • 5. Engineering Solutions . . . Delivering Results Centrifugal pump
  • 6. Engineering Solutions . . . Delivering Results Reciprocating pump  Piston plunger pump is simplest form  Prime movers  The capacity of a pump is determined by the number of plungers or pistons and the size of these elements (bore and stroke).
  • 7. Engineering Solutions . . . Delivering Results Reciprocating pump
  • 8. Engineering Solutions . . . Delivering Results Features of different pump
  • 9. Engineering Solutions . . . Delivering Results Pump Types-Comparison and Selection Guide Yes Yes No Self-priming Constant Constant Variable Variable or Constant Flow Smooth Pulsating Smooth Smooth or Pulsating Flow Yes Yes No Requires Relief Valve 2.81 X 106 + kg/m2 7.03 X 106 + kg/m2 4.23 X 104 + kg/m2 Maximum Pressure Yes Yes No Low Flow Rate Capability 2271.2 + m3/hr 2271.2 + m3/hr 27276.6 + m3/hr Maximum Flow Rate Low/Medium Capacity, Low/Medium Pressure Low Capacity, High Pressure Medium/High Capacity, Low/Medium Pressure Optimum Flow and Pressure Applications Rotary Pumps Reciprocating Pumps Centrifugal Pumps Parameter
  • 10. Engineering Solutions . . . Delivering Results Calculation • Suction pressure Suction pressure is the pressure at the upstream of the pump. This is given by Suction pressure = source press. + static head – del p in pump suction BTL Pump centre line Vessel Source pressure Source pressure – pressure above the liquid level Static head – static pressure difference due to the liquid between pump centre line and vessel BTL Del P – losses in the pump suction line Pump
  • 11. Engineering Solutions . . . Delivering Results NPSH – Net Positive Suction Head • NPSHa is the net remaining pressure at the suction flange of the pump after subtracting all negative forces that restrict liquid from getting into the pump. • A similar term NPSHr is used by pump manufactures to describe the energy losses that occur within many pumps as the fluid volume is allowed to expand within the pump body. This energy loss is expressed as a head of fluid.
  • 12. Engineering Solutions . . . Delivering Results NPSHa Calculation The NPSHa is calculated from: Fluid surface pressure + positive head – pipework friction loss – fluid vapour pressure Or Fluid surface pressure – negative head – pipework friction loss – fluid vapour pressure
  • 13. Engineering Solutions . . . Delivering Results Cavitation • Vapour pressure • Local boiling • Gas bubbles collapse • Reduce the flow of delivered fluid. • Vibrations, damage to the pipework system or the pump. This effect is known as cavitation.
  • 14. Engineering Solutions . . . Delivering Results Understanding NPSHa and NPSHr
  • 15. Engineering Solutions . . . Delivering Results In a system where the fluid needs to be lifted to the pump inlet , the negative head reduces the motive force to move the fluid to the pump.
  • 16. Engineering Solutions . . . Delivering Results Discharge pressure • Discharge pressure is pressure at the downstream of the pump • This is given by Discharge pressure = Destination pressure + static head + del p in pump discharge circuit + contingency Where, Destination pressure – Operating pressure of the destination vessel/column, etc. Static head – static pressure difference due to the liquid head between final destination point and grade. Del p – line losses in the discharge line. Contingency – This is kept to take care of any unforeseen additional requirement of del p in the discharge circuit.
  • 17. Engineering Solutions . . . Delivering Results • Differential pressure = Discharge pressure – Suction pressure • Differential head = [(Diff. pressure in Kg/cm2) / (Density in Kg/m3)] X 104 • Shut off pressure = Max suction pressure + Max diff. pressure where, Max suction press. = Max source press + Static head Max diff. pressure: for centrifugal pump = 1.2 X Diff. pressure for positive displacement pump = 1.1 X Diff. pressure • Pump power consumption (kw) = (Flow rate in m3/hr X Diff. pressure in Kg/cm2) / (36 X efficiency)
  • 18. Engineering Solutions . . . Delivering Results Typical characteristic curve for centrifugal pump
  • 19. Engineering Solutions . . . Delivering Results Proportioning pump efficiency
  • 20. Engineering Solutions . . . Delivering Results Example
  • 21. Engineering Solutions . . . Delivering Results • Required flow rate Q = 200 l/s……(given) • Pressure at the Suction side of pump Source pressure = 3.0 m……given Pressure loss in suction line = 50 kpa = 50 X 10.33 = 5.10 m of water therefore, pressure at pump suction = 3.0 – 5.10 = -2.10 m of water • Required Discharge pressure Static head to be overcome = 25.0 m of water Line losses to be overcome = 250 kpa = 250 X 10.33 = 25.5 m of water • Total pressure required at the discharge of pump = 25.0 + 25.5 = 50.5 m of water • Thus, head to be added by pump = 50.5 – (-2.1) = 52.6 m of water
  • 22. Engineering Solutions . . . Delivering Results • Operating point lies in the operating Envelop as such this pump can supply the required head at the required flow rate. • Pump will operate at around 1040 rpm • Required NPSH is 6.5 m of water • Efficiency at the operating point can be seen to be about 66 %
  • 23. Engineering Solutions . . . Delivering Results • NPSH Calculation • NPSHa = Height of liquid in tank above pump suction + Atmospheric pressure - Pressure losses in suction piping - Vapour pressure of liquid • Atmospheric pressure = 10.33 m of water • Vapour pressure of water @ 60 deg. C = 149.4 mm Hg = (149.4 / 760) X 10.33 = 2.0 m of water • NPSHa = 3.0 + 10.33 – 5.10 – 2.0 = 6.23 m of water • From this we can see NPSHr > NPSHa which is not feasible and hence cavitation will occur. Therefore this pump is not suitable for this application • We will calculate the power requirements, as an example of how to do this. Pump power consumption kw = (Flow rate in m3/hr X Diff. pressure in Kg/cm2) / (36 X efficiency) = (720 X 5.26) / (36 X 0.66) = 160 kw
  • 24. Engineering Solutions . . . Delivering Results Excel Sheet Pump Calculation.xls
  • 25. Engineering Solutions . . . Delivering Results “THANK YOU”
  • 26. Engineering Solutions . . . Delivering Results
  • 27. Engineering Solutions . . . Delivering Results RP
  • 28. Engineering Solutions . . . Delivering Results RP