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Q4: Water flows from a large close tank, through pipe length 15m, diameter (30mm) and exits with velocity of (1.5m/sec) when the water level in the tank is (3m) above the pipe exit. The sum of minor losses coefficients for the pipe system is (12). Determine the new water level needed in the tank if the velocity is to remain constant when pipe longer by (10m). The minor losses coefficients remain the same. (Tank Pressure-5kPa, U=2.8*10 m/sec). (Answer with Sketch)

Q4: Water flows from a large close tank, through pipe length 15m, diameter (30mm) and exits with velocity of (1.5m/sec) when the water level in the tank is (3m) above the pipe exit. The sum of minor losses coefficients for the pipe system is (12). Determine the new water level needed in the tank if the velocity is to remain constant when pipe longer by (10m). The minor losses coefficients remain the same. (Tank Pressure-5kPa, U=2.8*10 m/sec). (Answer with Sketch)

Elements Of Electromagnetics
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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Q4: Water flows from a large close tank, through pipe length 15m, diameter (30mm) and exits with velocity of (1.5m/sec) when the water level in the tank is (3m) above the pipe exit. The sum of minor losses coefficients for the pipe system is (12). Determine the new water level needed in the tank if the velocity is to remain constant when pipe longer by (10m). The minor losses coefficients remain the same. (Tank Pressure=5kPa, U-2.8*10 m2/sec). (Answer with Sketch)
Transcribed Image Text:Q4: Water flows from a large close tank, through pipe length 15m, diameter (30mm) and exits with velocity of (1.5m/sec) when the water level in the tank is (3m) above the pipe exit. The sum of minor losses coefficients for the pipe system is (12). Determine the new water level needed in the tank if the velocity is to remain constant when pipe longer by (10m). The minor losses coefficients remain the same. (Tank Pressure=5kPa, U-2.8*10 m2/sec). (Answer with Sketch)
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