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Page 1
Pump Hydraulics Training
Page 2
St Mkt, Irfan ul Haq
Pump training
KSB pump training at KSB Works
3rd April 2006
1. Hydraulic theory
2. “Ten ways to murder a pump”
3. Installation, commissioning, maintenance
Page 3
St Mkt, Irfan ul Haq
Pump training
1. Hydraulic theory
2. “Ten ways to murder a pump”
3. Installation, commissioning, maintenance
KSB pump training at KSB Works
3rd April 2006
Page 4
St Mkt, Irfan ul Haq
Pump types
Page 5
St Mkt, Irfan ul Haq
Pump hydraulics, impeller
inlet
outlet
rotation
Page 6
St Mkt, Irfan ul Haq
Pump hydraulics, main parts
A centrifugal pump consists of 4 main elements:
1 Impeller which rotates
The impeller has vanes which transfer
kinetic energy into the liquid pumped
2 Pump casing to convert kinetic energy
into potential energy and also contain
the liquid
3 Shaft to support the impeller
4 Generally a seal around the shaft to
contain the liquid
Page 7
St Mkt, Irfan ul Haq
Pump hydraulics, principles
A centrifugal pump:
Does not generate a vacuum, i.e. it cannot suck.
The impeller therefore has to be flooded in some way.
The flow and head developed are independent of the liquid
pumped, apart from effects of viscosity
Centrifugal Pumps deliver volumetric flow and head. All
curves are therefore expressed in m3/h and m (or equivalent
units)
Viscous liquids reduce the flow and head of the pump. More
later on this issue
1
2
3
4
E.g.: pump design 100 m3/h 102 m
on water sg 1.0 100.000 kg/h 10 Bar
on liquid sg 0.8 80.000 kg/h 8 Bar
Page 8
St Mkt, Irfan ul Haq
Pump hydraulics, head curve
0
10
20
30
40
50
60
70
80
90
100
0 20 40 60 80 100 120
flow
head
head
Page 9
St Mkt, Irfan ul Haq
Pump hydraulics, head + efficiency
0
10
20
30
40
50
60
70
80
90
100
0 20 40 60 80 100 120
flow
head
/
efficiency head
efficiency
Q
opt
Q opt is the point at which a pump has the highest efficiency, also
known as BEP (= best efficiency point)
Page 10
St Mkt, Irfan ul Haq
Pump hydraulics, head + efficiency
0
10
20
30
40
50
60
70
80
90
100
0 20 40 60 80 100 120
flow
head
/
efficiency
head
efficiency
Q
opt
Desirable operating range
Q min > 30% BEP Q max < 110% BEP
Page 11
St Mkt, Irfan ul Haq
Curve from book
Operating limits
Impeller diameters
Efficiencies
NPSH R
Power absorbed on water
Page 12
St Mkt, Irfan ul Haq
Pump hydraulics, system
Delivery head (pump system) consists of various parts
Static head on discharge side Hd
Friction loss on the discharge side
Pressure in system,
i.e. at the discharge vessel Pd
Friction loss on the suction side
Static head on suction side Hs
+
+
+
-
Hs
Hd
Pd
Page 13
St Mkt, Irfan ul Haq
Pump interaction with system
0
10
20
30
40
50
60
70
80
90
100
0 20 40 60 80 100 120
flow
head
/
efficiency
head
efficiency
system
Pump operates where pump and system curve intersect
Page 14
St Mkt, Irfan ul Haq
Pump hydraulics, system change
0
10
20
30
40
50
60
70
80
90
100
0 20 40 60 80 100 120
flow
head
/
efficiency
head
efficiency
system
system, lower friction losses
Note, with lower system curve, pump now delivers more flow
Page 15
St Mkt, Irfan ul Haq
Pump hydraulics, system change
0
10
20
30
40
50
60
70
80
90
100
0 20 40 60 80 100 120
flow
head
/
efficiency
head
efficiency
system
system, lower static
Note, with lower static curve, pump now delivers more flow
Page 16
St Mkt, Irfan ul Haq
Pump hydraulics, single operation
single inlet
single outlet
Page 17
St Mkt, Irfan ul Haq
Pump hydraulics, parallel operation
common
inlet
common
outlet
Valves etc. excluded for
clarity
Page 18
St Mkt, Irfan ul Haq
Pump hydraulics, pumps in parallel
0
10
20
30
40
50
60
0 10 20 30 40 50 60 70
flow
head
0
10
20
30
40
50
60
0 10 20 30 40 50 60 70
flow
head
+
0
10
20
30
40
50
60
0 20 40 60 80 100 120 140
flow
head
=
Page 19
St Mkt, Irfan ul Haq
Pump hydraulics, single + dual pump
0
10
20
30
40
50
60
70
80
90
100
0 20 40 60 80 100 120 140 160 180 200 220 240
flow
head
/
efficiency
head 1 pump
efficiency
system
head 2 pumps
Example
1 pump
running:
total flow =
120 m3/h
2 pumps
running:
total flow =
160 m3/h
flow per pump
= 80 m3/h
Note with 1 pump running, flow is more than 1/2 of 2 pumps running
Page 20
St Mkt, Irfan ul Haq
Pump hydraulics, Parallel operation
Issues to be considered:
Both pumps need to have similar shaped curves
Therefore check that:
power of motor is adequate
NPSH a is adequate for the larger flow
the pump flow does not exceed the design limits
typically Q < 125% Q opt 4pole
Q< 110% Q opt 2 pole
Flow per pump will always be lower than when operating on their
own.
Page 21
St Mkt, Irfan ul Haq
Pump hydraulics, series operation
single inlet
single outlet
Page 22
St Mkt, Irfan ul Haq
Pump hydraulics, pumps in series
0
10
20
30
40
50
60
0 10 20 30 40 50 60 70
flow
head
0
10
20
30
40
50
60
0 10 20 30 40 50 60 70
flow
head
+
0
20
40
60
80
100
120
0 10 20 30 40 50 60 70
flow
head
=
Page 23
St Mkt, Irfan ul Haq
Pump hydraulics, Cavitation
It’s this bubble collapse that causes the pump damage. This often sounds like
the pump is handling gravel. Continued cavitation will eventually destroy the
pump.
To avoid cavitation, the npsh a > npsh r of the pump
Cavitation is caused by vapour bubbles forming in the
pump.
A bubble is formed in the impeller at a point where the
‘local’ pressure is lower than the vapour pressure.
As the local pressure drops, more vapour bubbles
will form in the pump.
As the liquid flows further through the pump into a higher
pressure area the bubble collapses
Page 24
St Mkt, Irfan ul Haq
Cavitation on the vanes
Page 25
St Mkt, Irfan ul Haq
NPSH breakdown
Page 26
St Mkt, Irfan ul Haq
Pump hydraulics, NPSH available
NPSH available consists of various parts:
Static head on suction side
Velocity head in the pipework
This is normally ignored
Vapour pressure expressed in metres of
liquid, at the pumped temperature
+
+
-
NPSH stands for : net positive suction head
Friction losses in the suction line
-
Hs
Pe
V2/2g
Hvap
Hs
Absolute pressure expressed in metres of
liquid
Pe
NPSH available : npsh from the plant / system in which the pump operates
NPSH required : npsh that the pump needs to stop cavitation
Page 27
St Mkt, Irfan ul Haq
What does this mean?
So in practice this means: in the following example, we’ve ignored the
losses in the suction line
Pump with static suction head of + 5 m (Hs)
Drawing from an open tank + 10 m (Pe) atmospheric pressure is
roughly 10m with water
Handling water at 10 °C - 0.125m (Hvap) this equates to the vapour
pressure of water at 10 °C
However, contrast this with the same system at 90 Deg C:
Pump with static suction head of + 5 m (Hs)
Drawing from an open tank + 10 m (Pe) atmospheric pressure is
roughly 10m with water
Handling water at 90 °C - 7.41m (Hvap) this equates to the vapour
pressure of water at 90 °C
So NPSH available is 5 + 10 - 0.125 = 14.875 m
So NPSH available is 5 + 10 - 7.41 = 7.59 m
Page 28
St Mkt, Irfan ul Haq
Suction head not the same as NPSH
Therefore you can see from the previous slide that suction head is not
the same as NPSH.
The vapour pressure of the pumped liquid must be taken into account.
All pumps have an NPSH required curve. This is largely independent of
the pumped liquid, so the NPSH available and NPSH required need to
be compared to ensure that the pump will run properly.
The NPSH r curve of the pump generally indicates the value at which
the pump will cavitate. Therefore it’s important to have a margin
between the NPSH available and the NPSH required to prevent
cavitation.
Page 29
St Mkt, Irfan ul Haq
NPSH required
3% head drop
0% head drop
Note, when NPSH test is made, head drop is measured (3%)
Page 30
St Mkt, Irfan ul Haq
NPSH required
Page 31
St Mkt, Irfan ul Haq
Pump hydraulics, NPSH required
0
10
20
30
40
50
60
70
80
90
100
0 2 4
NPSH
head
25% Qopt
100% Qopt
125% Qopt
A number of tests will be carried out to find
the NPSH r of a pump.
These are carried out by keeping the flow
constant and gradually reducing the NPSH
until the generated head drops.
NPSH r normally classed as the point when the head drops by 3% from the
‘non cavitating’ head
Page 32
St Mkt, Irfan ul Haq
Pump hydraulics, minimum flow
Why min flow?
Kettle: 2kW
Capacity: 1.5 l
Time to boil: 4.5 min
Pump
Power at Q=0: 8kW
Pump volume: 2.5 l
0
10
20
30
40
50
60
70
80
90
100
0 20 40 60 80 100 120
flow
head
/
power
head
power absorbed
Minimum permissible flow prevents pump from overheating
Min
flow
Page 33
St Mkt, Irfan ul Haq
Pump hydraulics, minimum flow
Other considerations for minimum flow:
Heat Temperature rise in the pump as losses in
the pump heat up the pumped liquid.
Pump curve Flat or unstable curve. At low flow there is
a risk of ‘hunting’
Radial loads These increase at low flow, shortening
bearing and seal life through increased shaft
deflection
NPSH req Generally increases at very low flow
Power On side channel pumps, power increases
as the flow reduces
Guideline Qmin > 15% of Q opt
Page 34
St Mkt, Irfan ul Haq
Pump hydraulics, speed changes
Affinity laws govern all centrifugal pumps:
Flow is proportional to Speed
Head is proportional to Speed 2
Power is proportional to Speed 3
This means for doubling the speed of a pump:
Pump speed 1450 rpm 2900 rpm
Flow 50 m3/h 100 m3/h
Head 50 m 200 m
Power 9 kW 72 kW
Page 35
St Mkt, Irfan ul Haq
Pump hydraulics,viscosity
0
20
40
60
80
100
120
140
0 20 40 60 80 100 120
flow
head
/
efficiency
head
viscous head
efficiency
viscous efficiency
viscosity correction factors fQ, fH, feta
Page 36
St Mkt, Irfan ul Haq
Pump hydraulics, casings
Diffuser + double volute
Volute
Circular Casing
Special Circular Volute
Flow Rate (Q)
BEP
Radial
Load
(F)
Double Volute
Single Volute
Diffuser
Page 37
St Mkt, Irfan ul Haq
Pump hydraulics, enquiry data
Capacity (Flow) m3/h l/s gpm
Pump head or diff. pressure m (bar) ft (psi)
Liquid including specific gravity
Temperature °C °F
Suction head or pressure bar psi
Materials of construction
Sealing requirements
Environment / area of use
Electrical supply V/phase/cycles
Factors for (hydraulic) pump selection:
Page 38
St Mkt, Irfan ul Haq
Pump hydraulics, wear ring clearances
Flow between
wear rings
Increased wear ring clearance reduces efficiency
Page 39
St Mkt, Irfan ul Haq
Pump hydraulics, specific speed
Radial Mixed flow Propeller
Note, units must be specified in quoting specific speed
increasing specific speed
1/2
speed x (flow )
3/4
(head)
specific speed =
Page 40
St Mkt, Irfan ul Haq
Pump hydraulics, suction recirculation
Suction recirculation
at low flow
1/2
speed x (flow )
3/4
(NPSH)
suction specific speed =
higher nss = lower NPSH r
but suction recirculation
more likely
Page 41
St Mkt, Irfan ul Haq
Pump hydraulics, Unstable curves
0
10
20
30
40
50
60
0 10 20 30 40 50 60 70
flow
head
head
The generated head does not fall continuously as the flow increases
Page 42
St Mkt, Irfan ul Haq
Unstable curves, “flat” system
0
10
20
30
40
50
60
0 10 20 30 40 50 60 70
flow
head
head
For a flat system curve, the pump could operate at one of two
flows, or hunt between the two
Page 43
St Mkt, Irfan ul Haq
Unstable pump curve, “steep” system
0
10
20
30
40
50
60
0 10 20 30 40 50 60 70
flow
head
head
system
For a steep system curve, the pump can still only operate at one flow
Page 44
St Mkt, Irfan ul Haq
Pump hydraulics, Speed change
For a steep system curve, the pump flow will change with speed
0
10
20
30
40
50
60
0 20 40 60 80
low speed
high speed
system
Page 45
St Mkt, Irfan ul Haq
Pump hydraulics, Speed change, flat curve
For a flatter system curve, at low speed the pump flow may be zero.
0
10
20
30
40
50
60
0 20 40 60 80
low speed
high speed
system

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Pump_Hydraulics_Training_By_KSB_Pumps_1663044918.pdf

  • 2. Page 2 St Mkt, Irfan ul Haq Pump training KSB pump training at KSB Works 3rd April 2006 1. Hydraulic theory 2. “Ten ways to murder a pump” 3. Installation, commissioning, maintenance
  • 3. Page 3 St Mkt, Irfan ul Haq Pump training 1. Hydraulic theory 2. “Ten ways to murder a pump” 3. Installation, commissioning, maintenance KSB pump training at KSB Works 3rd April 2006
  • 4. Page 4 St Mkt, Irfan ul Haq Pump types
  • 5. Page 5 St Mkt, Irfan ul Haq Pump hydraulics, impeller inlet outlet rotation
  • 6. Page 6 St Mkt, Irfan ul Haq Pump hydraulics, main parts A centrifugal pump consists of 4 main elements: 1 Impeller which rotates The impeller has vanes which transfer kinetic energy into the liquid pumped 2 Pump casing to convert kinetic energy into potential energy and also contain the liquid 3 Shaft to support the impeller 4 Generally a seal around the shaft to contain the liquid
  • 7. Page 7 St Mkt, Irfan ul Haq Pump hydraulics, principles A centrifugal pump: Does not generate a vacuum, i.e. it cannot suck. The impeller therefore has to be flooded in some way. The flow and head developed are independent of the liquid pumped, apart from effects of viscosity Centrifugal Pumps deliver volumetric flow and head. All curves are therefore expressed in m3/h and m (or equivalent units) Viscous liquids reduce the flow and head of the pump. More later on this issue 1 2 3 4 E.g.: pump design 100 m3/h 102 m on water sg 1.0 100.000 kg/h 10 Bar on liquid sg 0.8 80.000 kg/h 8 Bar
  • 8. Page 8 St Mkt, Irfan ul Haq Pump hydraulics, head curve 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 flow head head
  • 9. Page 9 St Mkt, Irfan ul Haq Pump hydraulics, head + efficiency 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 flow head / efficiency head efficiency Q opt Q opt is the point at which a pump has the highest efficiency, also known as BEP (= best efficiency point)
  • 10. Page 10 St Mkt, Irfan ul Haq Pump hydraulics, head + efficiency 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 flow head / efficiency head efficiency Q opt Desirable operating range Q min > 30% BEP Q max < 110% BEP
  • 11. Page 11 St Mkt, Irfan ul Haq Curve from book Operating limits Impeller diameters Efficiencies NPSH R Power absorbed on water
  • 12. Page 12 St Mkt, Irfan ul Haq Pump hydraulics, system Delivery head (pump system) consists of various parts Static head on discharge side Hd Friction loss on the discharge side Pressure in system, i.e. at the discharge vessel Pd Friction loss on the suction side Static head on suction side Hs + + + - Hs Hd Pd
  • 13. Page 13 St Mkt, Irfan ul Haq Pump interaction with system 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 flow head / efficiency head efficiency system Pump operates where pump and system curve intersect
  • 14. Page 14 St Mkt, Irfan ul Haq Pump hydraulics, system change 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 flow head / efficiency head efficiency system system, lower friction losses Note, with lower system curve, pump now delivers more flow
  • 15. Page 15 St Mkt, Irfan ul Haq Pump hydraulics, system change 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 flow head / efficiency head efficiency system system, lower static Note, with lower static curve, pump now delivers more flow
  • 16. Page 16 St Mkt, Irfan ul Haq Pump hydraulics, single operation single inlet single outlet
  • 17. Page 17 St Mkt, Irfan ul Haq Pump hydraulics, parallel operation common inlet common outlet Valves etc. excluded for clarity
  • 18. Page 18 St Mkt, Irfan ul Haq Pump hydraulics, pumps in parallel 0 10 20 30 40 50 60 0 10 20 30 40 50 60 70 flow head 0 10 20 30 40 50 60 0 10 20 30 40 50 60 70 flow head + 0 10 20 30 40 50 60 0 20 40 60 80 100 120 140 flow head =
  • 19. Page 19 St Mkt, Irfan ul Haq Pump hydraulics, single + dual pump 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 140 160 180 200 220 240 flow head / efficiency head 1 pump efficiency system head 2 pumps Example 1 pump running: total flow = 120 m3/h 2 pumps running: total flow = 160 m3/h flow per pump = 80 m3/h Note with 1 pump running, flow is more than 1/2 of 2 pumps running
  • 20. Page 20 St Mkt, Irfan ul Haq Pump hydraulics, Parallel operation Issues to be considered: Both pumps need to have similar shaped curves Therefore check that: power of motor is adequate NPSH a is adequate for the larger flow the pump flow does not exceed the design limits typically Q < 125% Q opt 4pole Q< 110% Q opt 2 pole Flow per pump will always be lower than when operating on their own.
  • 21. Page 21 St Mkt, Irfan ul Haq Pump hydraulics, series operation single inlet single outlet
  • 22. Page 22 St Mkt, Irfan ul Haq Pump hydraulics, pumps in series 0 10 20 30 40 50 60 0 10 20 30 40 50 60 70 flow head 0 10 20 30 40 50 60 0 10 20 30 40 50 60 70 flow head + 0 20 40 60 80 100 120 0 10 20 30 40 50 60 70 flow head =
  • 23. Page 23 St Mkt, Irfan ul Haq Pump hydraulics, Cavitation It’s this bubble collapse that causes the pump damage. This often sounds like the pump is handling gravel. Continued cavitation will eventually destroy the pump. To avoid cavitation, the npsh a > npsh r of the pump Cavitation is caused by vapour bubbles forming in the pump. A bubble is formed in the impeller at a point where the ‘local’ pressure is lower than the vapour pressure. As the local pressure drops, more vapour bubbles will form in the pump. As the liquid flows further through the pump into a higher pressure area the bubble collapses
  • 24. Page 24 St Mkt, Irfan ul Haq Cavitation on the vanes
  • 25. Page 25 St Mkt, Irfan ul Haq NPSH breakdown
  • 26. Page 26 St Mkt, Irfan ul Haq Pump hydraulics, NPSH available NPSH available consists of various parts: Static head on suction side Velocity head in the pipework This is normally ignored Vapour pressure expressed in metres of liquid, at the pumped temperature + + - NPSH stands for : net positive suction head Friction losses in the suction line - Hs Pe V2/2g Hvap Hs Absolute pressure expressed in metres of liquid Pe NPSH available : npsh from the plant / system in which the pump operates NPSH required : npsh that the pump needs to stop cavitation
  • 27. Page 27 St Mkt, Irfan ul Haq What does this mean? So in practice this means: in the following example, we’ve ignored the losses in the suction line Pump with static suction head of + 5 m (Hs) Drawing from an open tank + 10 m (Pe) atmospheric pressure is roughly 10m with water Handling water at 10 °C - 0.125m (Hvap) this equates to the vapour pressure of water at 10 °C However, contrast this with the same system at 90 Deg C: Pump with static suction head of + 5 m (Hs) Drawing from an open tank + 10 m (Pe) atmospheric pressure is roughly 10m with water Handling water at 90 °C - 7.41m (Hvap) this equates to the vapour pressure of water at 90 °C So NPSH available is 5 + 10 - 0.125 = 14.875 m So NPSH available is 5 + 10 - 7.41 = 7.59 m
  • 28. Page 28 St Mkt, Irfan ul Haq Suction head not the same as NPSH Therefore you can see from the previous slide that suction head is not the same as NPSH. The vapour pressure of the pumped liquid must be taken into account. All pumps have an NPSH required curve. This is largely independent of the pumped liquid, so the NPSH available and NPSH required need to be compared to ensure that the pump will run properly. The NPSH r curve of the pump generally indicates the value at which the pump will cavitate. Therefore it’s important to have a margin between the NPSH available and the NPSH required to prevent cavitation.
  • 29. Page 29 St Mkt, Irfan ul Haq NPSH required 3% head drop 0% head drop Note, when NPSH test is made, head drop is measured (3%)
  • 30. Page 30 St Mkt, Irfan ul Haq NPSH required
  • 31. Page 31 St Mkt, Irfan ul Haq Pump hydraulics, NPSH required 0 10 20 30 40 50 60 70 80 90 100 0 2 4 NPSH head 25% Qopt 100% Qopt 125% Qopt A number of tests will be carried out to find the NPSH r of a pump. These are carried out by keeping the flow constant and gradually reducing the NPSH until the generated head drops. NPSH r normally classed as the point when the head drops by 3% from the ‘non cavitating’ head
  • 32. Page 32 St Mkt, Irfan ul Haq Pump hydraulics, minimum flow Why min flow? Kettle: 2kW Capacity: 1.5 l Time to boil: 4.5 min Pump Power at Q=0: 8kW Pump volume: 2.5 l 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 flow head / power head power absorbed Minimum permissible flow prevents pump from overheating Min flow
  • 33. Page 33 St Mkt, Irfan ul Haq Pump hydraulics, minimum flow Other considerations for minimum flow: Heat Temperature rise in the pump as losses in the pump heat up the pumped liquid. Pump curve Flat or unstable curve. At low flow there is a risk of ‘hunting’ Radial loads These increase at low flow, shortening bearing and seal life through increased shaft deflection NPSH req Generally increases at very low flow Power On side channel pumps, power increases as the flow reduces Guideline Qmin > 15% of Q opt
  • 34. Page 34 St Mkt, Irfan ul Haq Pump hydraulics, speed changes Affinity laws govern all centrifugal pumps: Flow is proportional to Speed Head is proportional to Speed 2 Power is proportional to Speed 3 This means for doubling the speed of a pump: Pump speed 1450 rpm 2900 rpm Flow 50 m3/h 100 m3/h Head 50 m 200 m Power 9 kW 72 kW
  • 35. Page 35 St Mkt, Irfan ul Haq Pump hydraulics,viscosity 0 20 40 60 80 100 120 140 0 20 40 60 80 100 120 flow head / efficiency head viscous head efficiency viscous efficiency viscosity correction factors fQ, fH, feta
  • 36. Page 36 St Mkt, Irfan ul Haq Pump hydraulics, casings Diffuser + double volute Volute Circular Casing Special Circular Volute Flow Rate (Q) BEP Radial Load (F) Double Volute Single Volute Diffuser
  • 37. Page 37 St Mkt, Irfan ul Haq Pump hydraulics, enquiry data Capacity (Flow) m3/h l/s gpm Pump head or diff. pressure m (bar) ft (psi) Liquid including specific gravity Temperature °C °F Suction head or pressure bar psi Materials of construction Sealing requirements Environment / area of use Electrical supply V/phase/cycles Factors for (hydraulic) pump selection:
  • 38. Page 38 St Mkt, Irfan ul Haq Pump hydraulics, wear ring clearances Flow between wear rings Increased wear ring clearance reduces efficiency
  • 39. Page 39 St Mkt, Irfan ul Haq Pump hydraulics, specific speed Radial Mixed flow Propeller Note, units must be specified in quoting specific speed increasing specific speed 1/2 speed x (flow ) 3/4 (head) specific speed =
  • 40. Page 40 St Mkt, Irfan ul Haq Pump hydraulics, suction recirculation Suction recirculation at low flow 1/2 speed x (flow ) 3/4 (NPSH) suction specific speed = higher nss = lower NPSH r but suction recirculation more likely
  • 41. Page 41 St Mkt, Irfan ul Haq Pump hydraulics, Unstable curves 0 10 20 30 40 50 60 0 10 20 30 40 50 60 70 flow head head The generated head does not fall continuously as the flow increases
  • 42. Page 42 St Mkt, Irfan ul Haq Unstable curves, “flat” system 0 10 20 30 40 50 60 0 10 20 30 40 50 60 70 flow head head For a flat system curve, the pump could operate at one of two flows, or hunt between the two
  • 43. Page 43 St Mkt, Irfan ul Haq Unstable pump curve, “steep” system 0 10 20 30 40 50 60 0 10 20 30 40 50 60 70 flow head head system For a steep system curve, the pump can still only operate at one flow
  • 44. Page 44 St Mkt, Irfan ul Haq Pump hydraulics, Speed change For a steep system curve, the pump flow will change with speed 0 10 20 30 40 50 60 0 20 40 60 80 low speed high speed system
  • 45. Page 45 St Mkt, Irfan ul Haq Pump hydraulics, Speed change, flat curve For a flatter system curve, at low speed the pump flow may be zero. 0 10 20 30 40 50 60 0 20 40 60 80 low speed high speed system