The diameter of a 12 ft length of pipe increases uniformly from 12 to 36 in (see Fig). Kerosene (y = 51,1 lb/ft³, p = 1,59 slugs/ft³) is flowing through the pipe with a velocity of 6 ft/s at the 12 in end of the pipe. Determine the (a) velocity at the midlength of the pipe, (b) velocity at the 36 in end of the pipe, (c) volume flow rate, (d) weight flow rate, and (e) mass flow rate.
The diameter of a 12 ft length of pipe increases uniformly from 12 to 36 in (see Fig). Kerosene (y = 51,1 lb/ft³, p = 1,59 slugs/ft³) is flowing through the pipe with a velocity of 6 ft/s at the 12 in end of the pipe. Determine the (a) velocity at the midlength of the pipe, (b) velocity at the 36 in end of the pipe, (c) volume flow rate, (d) weight flow rate, and (e) mass flow rate.
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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The diameter of a 12 ft length of pipe increases uniformly from 12 to 36 in (see Fig). Kerosene (y = 51,1 lb/ft³, p = 1,59 slugs/ft³) is flowing through the pipe with a velocity of 6 ft/s at the 12 in end of the pipe. Determine the (a) velocity at the midlength of the pipe, (b) velocity at the 36 in end of the pipe, (c) volume flow rate, (d) weight flow rate, and (e) mass flow rate.
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