A fluid manometer is open to the atmosphere as shown in figurel. If the gage pressure...
The water in a tank is pressurized by air, and the pressure is measured by a multifluid manometer as shown in Figure 1. Determine the gage pressure of air in the tank if h1=26cm, h2=45cm, and h3-58cm. The specific gravity of mercury and oil are given to be 13.6 and 0.85 respectively. AIR WATER Mercury Figure 1
3. If the reading on the pressure gage is 370 kPa, (a) determine the gage pressure (in kPa) of the gasoline line, and (b) repeat your analysis for a pressure gage reading of 210 kPa Oil SG-0.79 Pgage 370 kFa Gasoline SG:0.70 45 cm 50cm22 cm Pipe Air 10 cm Water Mercury SG- 13.6 Figure 2
A tank with a volume of 1.3m^3 contains air with a gage pressure of 350kPa. A mercury manometer is attached to the tank and is open to the atmosphere on the other end. The atmospheric pressure is 100kPa and the tank temperature is 27C. What is the height of the mercury in the manometer?
Pipe A contains gasoline(SG=0.70) , pipe B contains oil(SG=0.90), and the manometer fluid is mercury. Determine the new differential reading if the pressure in pipe A is decreased 25 kPa, and the pressure in pipe B remains constant. The initial differential reading is 0.30 m as shown. Use unit weight of water = 9810 N/m3 0.4 m Oil 0.3 m , Merc Gasoline?
3.1. The gage pressure in a pipe is measured by a manometer containing mercury (density = 13 600 kg/m^3). The top of the mercury is open to the atmosphere and the atmospheric pressure is 100 kPa. If the mercury column height is 24 cm, the gauge pressure in the pipe is? [2] O 24 kPa O 76 kPa O 32 kPa 68 kPa 124 kPa
1-78 Th Fi e gage pressure of the air in the tank shown in g. Pl-78 is measured to be 80 kPa. Determine the differen- tial height h of the mercury column. Oil SG 0.72 80 kPa 75 cm Water Air 30 cm Mercury SG 13.6 FIGURE P1-78
Pressure Problems The pictured U-tube is with the mercury open to the atmosphere at both ends. Assume that the mystery fluid does not mix h2 L... l Mercury (Hg) Mystery Liquid hi ts (a) Let po represent atmospheric pressure, pre represent the density of mercury, and pi represent the density of the mystery fluid. Obtain an algebraic expression for the density of the mystery fluid in terms of some or all of the following: hi, ha, hs, and pe (b)...
12) As shown in fig. an open-tube manometer containing water (p.-10 kg/m') and mercury (p-1.36x 10 kg/m). The height of water in the left column above the interface A is h' - 30 cm, while the height of mercury in the right column above B is h - 20 cm. The right column is open to the atmosphere Patm - 1.01 10 Pa. The pressure P in the container is: a) P-1.25x10 Pa a) P=0.56*10Pa b) P-4.29x109 Pa d) P-2.46x10*...