Header Problem 5.7 A penstock of 1 m diameter and 5 km length is used to supply water from a reservoir to an impulse turbine. A nozzle of 15 cm diameter is fixed at the end of the penstock. The elevation difference between the turbine and water level in the reservoir is 500 m. Consider the head loss due to friction as 5% of the velocity head available at the jet. Assume unit weight of water = 10 KN/m³ and acceleration due to gravity (g) = 10 m/s2. %3D If the overall efficiency is 80%, power generated (expressed in kW and rounded to nearest integer) is
Header Problem 5.7 A penstock of 1 m diameter and 5 km length is used to supply water from a reservoir to an impulse turbine. A nozzle of 15 cm diameter is fixed at the end of the penstock. The elevation difference between the turbine and water level in the reservoir is 500 m. Consider the head loss due to friction as 5% of the velocity head available at the jet. Assume unit weight of water = 10 KN/m³ and acceleration due to gravity (g) = 10 m/s2. %3D If the overall efficiency is 80%, power generated (expressed in kW and rounded to nearest integer) is
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![Header Problem 5.7
A penstock of 1 m diameter and 5 km length is used to supply water from a reservoir to
an impulse turbine. A nozzle of 15 cm diameter is fixed at the end of the penstock. The
elevation difference between the turbine and water level in the reservoir is 500 m.
Consider the head loss due to friction as 5% of the velocity head available at the jet.
Assume unit weight of water = 10 KN/m³ and acceleration due to gravity (g) = 10 m/s².
If the overall efficiency is 80%, power generated (expressed in kW and rounded to
nearest integer) is
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe866a261-2eca-44d3-86d2-edb0ec42a2ec%2F04514bbf-4ef3-4278-8a9c-c0dc9104b3b4%2Fv1qvux6_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Header Problem 5.7
A penstock of 1 m diameter and 5 km length is used to supply water from a reservoir to
an impulse turbine. A nozzle of 15 cm diameter is fixed at the end of the penstock. The
elevation difference between the turbine and water level in the reservoir is 500 m.
Consider the head loss due to friction as 5% of the velocity head available at the jet.
Assume unit weight of water = 10 KN/m³ and acceleration due to gravity (g) = 10 m/s².
If the overall efficiency is 80%, power generated (expressed in kW and rounded to
nearest integer) is
%3D
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