The two-fluid U-tube manometer is being used to measure the difference in pressure at two points in a line containing air at 1 atm absolute pressure. The lighter fluid is a hydrocarbon with density equals to 812kg/m³ and the heavier water with density equals to 998kg/m³. The inside diameters of the U tube and reservoir are 3.2 mm and 54.2 mm, respectively. The reading of the manometer is 120.0 mm. Use the formula Pa – P, = R(pa – Pb)g - where a and b are the two different fluids and R is the manometer reading. Calculate the pressure drop in (a) mmHg and (b) Pa.

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PROBLEM 3:
The two-fluid U-tube manometer is being used to measure the difference in
pressure at two points in a line containing air at 1 atm absolute pressure. The
lighter fluid is a hydrocarbon with density equals to 812kg/m³ and the heavier
water with density equals to 998kg/m³. The inside diameters of the U tube and
reservoir are 3.2 mm and 54.2 mm, respectively. The reading of the manometer
is 120.0 mm. Use the formula
Pa – P, = R(pa – P6)g
-
where a and b are the two different fluids and R is the manometer reading.
Calculate the pressure drop in (a) mmHg and (b) Pa.
Transcribed Image Text:PROBLEM 3: The two-fluid U-tube manometer is being used to measure the difference in pressure at two points in a line containing air at 1 atm absolute pressure. The lighter fluid is a hydrocarbon with density equals to 812kg/m³ and the heavier water with density equals to 998kg/m³. The inside diameters of the U tube and reservoir are 3.2 mm and 54.2 mm, respectively. The reading of the manometer is 120.0 mm. Use the formula Pa – P, = R(pa – P6)g - where a and b are the two different fluids and R is the manometer reading. Calculate the pressure drop in (a) mmHg and (b) Pa.
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