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i. The venturi meter has water flowing through it and the liquid used in the manometer (as shown in Figure Q2a(i) as red color) is mercury. Given that the inlet diameter (point 1) is 30 cm and the diameter at the throat (point 2) is a cm, where 10 « a « 15 and the difference in the height of the liquid in the manometer, h = 6 cm. Using your choice of a, determine the volumetric flow rate in m³/s through this meter using the appropriate form of energy conservation principles. List down all the assumptions made for this calculation.

i. The venturi meter has water flowing through it and the liquid used in the manometer (as shown in Figure Q2a(i) as red color) is mercury. Given that the inlet diameter (point 1) is 30 cm and the diameter at the throat (point 2) is a cm, where 10 « a « 15 and the difference in the height of the liquid in the manometer, h = 6 cm. Using your choice of a, determine the volumetric flow rate in m³/s through this meter using the appropriate form of energy conservation principles. List down all the assumptions made for this calculation.

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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Flow Fluid of density pi Z4 Fluid of density P2 0 = 30° Figure Q2a(ii)
Transcribed Image Text:Flow Fluid of density pi Z4 Fluid of density P2 0 = 30° Figure Q2a(ii)
Question 2 a. A venturi meter as shown in Figure Q2a(i) is often used to measure the fluid flowrate in a pipe. i. The venturi meter has water flowing through it and the liquid used in the manometer (as shown in Figure Q2a(i) as red color) is mercury. Given that the inlet diameter (point 1) is 30 cm and the diameter at the throat (point 2) is a cm, where 10 « a « 15 and the difference in the height of the liquid in the manometer, h = 6 cm. Using your choice of a, determine the volumetric flow rate in m/s through this meter using the appropriate form of energy conservation principles. List down all the assumptions made for this calculation. Throat Flow V2, P2 V, P 21 = 72 h = 6 cm Mercury Manometer Figure Q2a(i) ii. If the venturi meter is now set inclined at 30° to the horizontal as shown in Figure Q2a(ii), and the reading of the manometer is remained same, z3 - Z4 = 6 cm, compare the volumetric flow rate of water in Q2a(ii) with Q2a(i).
Transcribed Image Text:Question 2 a. A venturi meter as shown in Figure Q2a(i) is often used to measure the fluid flowrate in a pipe. i. The venturi meter has water flowing through it and the liquid used in the manometer (as shown in Figure Q2a(i) as red color) is mercury. Given that the inlet diameter (point 1) is 30 cm and the diameter at the throat (point 2) is a cm, where 10 « a « 15 and the difference in the height of the liquid in the manometer, h = 6 cm. Using your choice of a, determine the volumetric flow rate in m/s through this meter using the appropriate form of energy conservation principles. List down all the assumptions made for this calculation. Throat Flow V2, P2 V, P 21 = 72 h = 6 cm Mercury Manometer Figure Q2a(i) ii. If the venturi meter is now set inclined at 30° to the horizontal as shown in Figure Q2a(ii), and the reading of the manometer is remained same, z3 - Z4 = 6 cm, compare the volumetric flow rate of water in Q2a(ii) with Q2a(i).
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