Correct Answer - Option 1 : Kaplan turbine, Francis turbine and Pelton wheel
Explanation:
Specific speed: It is defined as the speed of a similar turbine working under a head of 1 m to produce a power output of 1 kW. The specific speed is useful to compare the performance of the various type of turbines. The specific speed differs for the different type of turbines and is the same for the model and actual turbine.
\({N_s} = \frac{{N\sqrt P }}{{{H^{\frac{5}{4}}}}}\)
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Low specific speed turbine: The specific speed is less than 50. (varying from 10 to 35 for single jet and up to 50 for a double jet)
- Example: Pelton wheel turbine
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Medium-specific turbine: The specific speed varies from 60 to 250.
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High specific turbine: the specific speed is more than 300.
- Example: Kaplan or propeller turbine
The specific speed of a turbine is in the range of
Turbine
|
Ns
|
Pelton wheel
|
10 - 50
|
Francis
|
60 - 250
|
Kaplan
|
> 300
|
The classification of the turbine based on the basis of operating head
Type of turbine
|
Operating head (m)
|
Pelton
|
300 m and above
|
Francis
|
60 m to 300 m
|
Kaplan
|
20 m to 60 m
|
Bulb
|
2 m to 20 m
|
The specific speed of a centrifugal pump is defined as the speed of a geometrically similar pump which would deliver one cubic metre of liquid per second against a head of one metre.
\({N_s} = \frac{{N\sqrt Q }}{{H_m^{3/4}}}\)