An annular container, with inner radius ?, and outer radius ?, is filled with a fluid of density ?, and is open to the atmosphere. The cylindrical container rotates at an angular velocity ?. (a) Using cylindrical coordinates with the origin as shown in the figure below, determine the pressure distribution in the fluid. (b) Determine the fluid elevation h on the outer cylinder of the container at ? = ?. (c) Determine the original height of the fluid, ?o, above the origin, when the container is at rest
An annular container, with inner radius ?, and outer radius ?, is filled with a fluid of density ?, and is open to the atmosphere. The cylindrical container rotates at an angular velocity ?. (a) Using cylindrical coordinates with the origin as shown in the figure below, determine the pressure distribution in the fluid. (b) Determine the fluid elevation h on the outer cylinder of the container at ? = ?. (c) Determine the original height of the fluid, ?o, above the origin, when the container is at rest
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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An annular container, with inner radius ?, and outer radius ?, is filled with a fluid of density ?, and is open to the atmosphere. The cylindrical container rotates at an angular velocity ?.
(a) Using cylindrical coordinates with the origin as shown in the figure below, determine the
pressure distribution in the fluid.
(b) Determine the fluid elevation h on the outer cylinder of the container at ? = ?.
(c) Determine the original height of the fluid, ?o, above the origin, when the container is at rest
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