Example 4 A typical differential manometer is attached to two sections A and B in a horizontal pipe through which water is flowing at a steady rate (Fig. 2.26). The deflection of mercury in the manometer is 0.6 m with the level nearer A being the lower one as shown in the figure. Calculate the difference in pressure between Sections A and B. Take the densities of water and mercury as 1000 kg/m and 13570 kg/m³ respectively. E F 0.6 m D GC Mercury Water A B

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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Example 4
A typical differential manometer is attached to two sections A and B
in a horizontal pipe through which water is flowing at a steady rate (Fig. 2.26). The
deflection of mercury in the manometer is 0.6 m with the level nearer A being the lower
one as shown in the figure. Calculate the difference in pressure between Sections A and
B. Take the densities of water and mercury as 1000 kg/m and 13570 kg/m³ respectively.
EF
0.6 m
D
C
Mercury
Water
A
В
Transcribed Image Text:Example 4 A typical differential manometer is attached to two sections A and B in a horizontal pipe through which water is flowing at a steady rate (Fig. 2.26). The deflection of mercury in the manometer is 0.6 m with the level nearer A being the lower one as shown in the figure. Calculate the difference in pressure between Sections A and B. Take the densities of water and mercury as 1000 kg/m and 13570 kg/m³ respectively. EF 0.6 m D C Mercury Water A В
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