In the Hirakud hydroelectric power station, there are four Kaplan and two Francis turbines, operating under an average head of 26.5 m. The overall efficiency of the Kaplan type is 90%, and that of the Francis turbine is 88%. Both types have a mechanical efficiency of 94.4% between the turbine and the alternator. ii. For Francis turbines, w, = 2.25, and an electrical power rating of P = 24,000 Kw. Determine the flow rate and the rotational speed.
In the Hirakud hydroelectric power station, there are four Kaplan and two Francis turbines, operating under an average head of 26.5 m. The overall efficiency of the Kaplan type is 90%, and that of the Francis turbine is 88%. Both types have a mechanical efficiency of 94.4% between the turbine and the alternator. ii. For Francis turbines, w, = 2.25, and an electrical power rating of P = 24,000 Kw. Determine the flow rate and the rotational speed.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![(d) In the Hirakud hydroelectric power station, there are four Kaplan and two Francis
turbines, operating under an average head of 26.5 m. The overall efficiency of the Kaplan
type is 90%, and that of the Francis turbine is 88%. Both types have a mechanical
efficiency of 94.4% between the turbine and the alternator.
ii.
For Francis turbines, w, = 2.25, and an electrical power rating of P₂ =
24,000 Kw. Determine the flow rate and the rotational speed.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdd0623c5-d3c7-4ba5-8921-b397a3699da6%2Fceb92bbe-b7a1-4655-8785-803f222293a9%2Fkc9n23o_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(d) In the Hirakud hydroelectric power station, there are four Kaplan and two Francis
turbines, operating under an average head of 26.5 m. The overall efficiency of the Kaplan
type is 90%, and that of the Francis turbine is 88%. Both types have a mechanical
efficiency of 94.4% between the turbine and the alternator.
ii.
For Francis turbines, w, = 2.25, and an electrical power rating of P₂ =
24,000 Kw. Determine the flow rate and the rotational speed.
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