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A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.
Correct answer is 'Range: 112 to 113'. Can you explain this answer?
Verified Answer
A 30 cm diameter pipe (called penstock) supplies water steadily to a ...
Head delivered to turbine = H1 − H2 = 20.48 + 25.4
= 45.92
Power delivered to turbine
= ρQg × Hdelivered
= 112.61 kW
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A 30 cm diameter pipe (called penstock) supplies water steadily to a ...
Head delivered to turbine = H1 − H2 = 20.48 + 25.4
= 45.92
Power delivered to turbine
= ρQg × Hdelivered
= 112.61 kW
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A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer?
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A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer? for Civil Engineering (CE) 2024 is part of Civil Engineering (CE) preparation. The Question and answers have been prepared according to the Civil Engineering (CE) exam syllabus. Information about A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer? covers all topics & solutions for Civil Engineering (CE) 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer?.
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Here you can find the meaning of A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer?, a detailed solution for A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer? has been provided alongside types of A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice A 30 cm diameter pipe (called penstock) supplies water steadily to a turbine at 0.18 MN/m2. The water leaves the turbine on the exit side through a 60 cm pipe (called draft tube) with a pressure of −0.25 MN/m2. A vertical distance of 1.5 m separates the center of pipes at sections where measurements of pressure have been made. Calculate the power (in kW) delivered to the turbine from water if 0.25 m3 /s of water passes through the arrangement. Neglect frictional losses.Correct answer is 'Range: 112 to 113'. Can you explain this answer? tests, examples and also practice Civil Engineering (CE) tests.
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