3.53. WP Two mercury manometers, one open-end and the other sealed-end, are attached to an air duct. The reading on the open-end manometer is 25 mm and that on the sealed- end manometer is 800 mm. Determine the absolute pressure in the duct, the gauge pressure in the duct, and the atmospheric pressure, all in mm Hg. 3.54. A student goes to the laboratory supply room and obtains five feet of clear plastic tubing with an outer diameter of 1/2 inch and a wall thickness of 1/16 inch. She bends the tube into a U shape with the open ends pointing up and uses a funnel to pour 75 mL of water into the tube. By blowing air into one end of the tube, she generates a 6-inch difference in the water levels on each side. a. What was the pressure (atm) she exerted with her lungs on the water in the tube? State all assumptions you make. b. If the fluid had been ethanol instead of water, what would the difference in the liquid levels have been? > Answer 3.55. WP Three different liquid used in the manometer shown here. P2 PA •PB Pc a. Derive an expression for P – P2 in terms of pA » PB » PC , h1 , and h2 . b. Suppose fluid A is methanol, B is water, and C is a manometer fluid with a specific gravity of 1.37; pressure P, = 121.0 kPa ; hị = 30.0 cm ; and h2 24.0 cm . Calculate P (kPa).

Introduction to Chemical Engineering Thermodynamics
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ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
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The problem that is listed below need to be solved and you may access that problem via viewing them through the attached images in this request. **Question Number #3.55**

3.53. WP Two mercury manometers, one open-end and the other sealed-end, are attached to an air duct. The reading on the open-end manometer is 25 mm and that on the sealed-
end manometer is 800 mm. Determine the absolute pressure in the duct, the gauge pressure in the duct, and the atmospheric pressure, all in mm Hg.
3.54. A student goes to the laboratory supply room and obtains five feet of clear plastic tubing with an outer diameter of 1/2 inch and a wall thickness of 1/16 inch. She bends the tube
into a U shape with the open ends pointing up and uses a funnel to pour 75 mL of water into the tube. By blowing air into one end of the tube, she generates a 6-inch difference in the
water levels on each side.
a. What was the pressure (atm) she exerted with her lungs on the water in the tube? State all assumptions you make.
b. If the fluid had been ethanol instead of water, what would the difference in the liquid levels have been?
> Answer
3.55. WP Three different liquid
used in the manometer shown here.
P2
PA
•PB
Pc
a. Derive an expression for P – P2 in terms of pA » PB » PC , h1 , and h2 .
b. Suppose fluid A is methanol, B is water, and C is a manometer fluid with a specific gravity of 1.37; pressure P, = 121.0 kPa ; hị
= 30.0 cm ; and h2
24.0 cm . Calculate P (kPa).
Transcribed Image Text:3.53. WP Two mercury manometers, one open-end and the other sealed-end, are attached to an air duct. The reading on the open-end manometer is 25 mm and that on the sealed- end manometer is 800 mm. Determine the absolute pressure in the duct, the gauge pressure in the duct, and the atmospheric pressure, all in mm Hg. 3.54. A student goes to the laboratory supply room and obtains five feet of clear plastic tubing with an outer diameter of 1/2 inch and a wall thickness of 1/16 inch. She bends the tube into a U shape with the open ends pointing up and uses a funnel to pour 75 mL of water into the tube. By blowing air into one end of the tube, she generates a 6-inch difference in the water levels on each side. a. What was the pressure (atm) she exerted with her lungs on the water in the tube? State all assumptions you make. b. If the fluid had been ethanol instead of water, what would the difference in the liquid levels have been? > Answer 3.55. WP Three different liquid used in the manometer shown here. P2 PA •PB Pc a. Derive an expression for P – P2 in terms of pA » PB » PC , h1 , and h2 . b. Suppose fluid A is methanol, B is water, and C is a manometer fluid with a specific gravity of 1.37; pressure P, = 121.0 kPa ; hị = 30.0 cm ; and h2 24.0 cm . Calculate P (kPa).
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