A radial-flow pump has the following dimensions: B₁ = 44° B₂ = 30° r₁ = 21 mm r₂ = 66 mm b₁ b₂ = 11 mm 5 mm For a rotational speed of 2500 rev/min, assuming ideal conditions (frictionless flow, negligible vane thickness, perfect guidance), with a₁ = 90° (no prerotation), determine (a) the discharge, theoretical head, required power, and pressure rise across the impeller, and (b) the theoretical head-discharge curve. Use water as the fluid.
A radial-flow pump has the following dimensions: B₁ = 44° B₂ = 30° r₁ = 21 mm r₂ = 66 mm b₁ b₂ = 11 mm 5 mm For a rotational speed of 2500 rev/min, assuming ideal conditions (frictionless flow, negligible vane thickness, perfect guidance), with a₁ = 90° (no prerotation), determine (a) the discharge, theoretical head, required power, and pressure rise across the impeller, and (b) the theoretical head-discharge curve. Use water as the fluid.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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![A radial-flow pump has the following dimensions:
B₁
r₁ = 21 mm
12 = 66 mm
B₂
= 44°
= 30°
b₁ = 11 mm
b₂ = 5 mm
For a rotational speed of 2500 rev/min, assuming ideal conditions (frictionless flow,
negligible vane thickness, perfect guidance), with α₁ = 90° (no prerotation), determine
(a) the discharge, theoretical head, required power, and pressure rise across the
impeller, and (b) the theoretical head-discharge curve. Use water as the fluid.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb09f214e-777f-4e8c-94c5-527bb646f24a%2F41021587-5dd5-4f42-a8a2-3b348a6310e4%2Fdfb1ai_processed.png&w=3840&q=75)
Transcribed Image Text:A radial-flow pump has the following dimensions:
B₁
r₁ = 21 mm
12 = 66 mm
B₂
= 44°
= 30°
b₁ = 11 mm
b₂ = 5 mm
For a rotational speed of 2500 rev/min, assuming ideal conditions (frictionless flow,
negligible vane thickness, perfect guidance), with α₁ = 90° (no prerotation), determine
(a) the discharge, theoretical head, required power, and pressure rise across the
impeller, and (b) the theoretical head-discharge curve. Use water as the fluid.
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