-Oil SG = 0.79= 370 kPagageQ8: A gasoline line is connected to apressure gage through a double-U Pgamanometer, as shown in Figure H2.1. Ifthe reading of the pressure gage is 370kPa, determine the gage pressure of thegasoline line. Take the density of waterto be pw = 1000 kg/m³.Answer: Pgasoline-355 kPaAir-Gasoline SG= 0.7Pipe45 cm 50 cm22 cm10 cmWaterMercurySG= 13.6Figure: H2.1Q9: A multi-fluid container is connectedA70 cmOilSG=0.90to a U-tube, as shown in Figure H2.2.For the given specific gravities and fluidcolumn heights, determine the gagepressure at A. Also determine the height 30 cmof a mercury column that would createthe same pressure at A. The standarddensity of water to be pw = 1000 kg/m³,and the specific gravity of mercury to be13.6.Water90 cm20 cmGlycerinSG-1.26Figure: H2.215 cm

Answered: -Oil SG = 0.79 = 370 kPa gage Q8: A…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

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Problem 1.1MA

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Q1(b) A multi fluid manometer is shown in Figure Q1(b). Determine the following: (i) Determine height 'h' if the difference in pressure between the two pipes is 15.38 kPa; (ii) Difference in pressure between the two pipelines if both pipes are in the same level. Take density of air = 1kg/m³ and density of water = 1000kg/m³. Oil SG 0.79 Gasoline SG = 0.70 PIPE Air- 45 cm Pipe hcm 22 cm 10 cm `Water `Mercury SG = 13.6
A special tyre was inflated at 2 bar gage pressure on Earth, where the atmospheric pressurewas 1013 hPa and the acceleration of gravity 9.81 m/s2.The tyre was then transported without pressure leakage on Mars, where the atmosphericpressure was 6 mbar and the acceleration of gravity 3.7 m/s 2.Questions:(a) Measuring on Earth the tyre pressure with a mercury manometer, what was themanometer reading in mm?(b) Measuring on Mars the tyre pressure with a mercury manometer, what was themanometer reading in mm?
Please explain well
Give me right solution. Determine the altitude of the atmosphere above sea level in meters if the atmosphere has an absolute pressure of 23 kPa, abs. and the atmospheric pressure at sea level is 101.325 kPa, absolute and temperature of 15 ⁰C. The gas constant of air is 286.9 joule per kilogram per degree kelvin. Assume the condition isisothermal.
1. Consider the following diagram. The fluid flowing in the pipe is oil (SG = 0.830). The fluid in the manometer is water (SG = 1.00). Water, pw = 1000 kg/m³ 7 cm Oil, p = 830 kg/m³ a. Determine P₂ - P₁ in kPa. b. Determine the direction of flow. (Left to right, or right to left). Explain why this is the case. c. The height of oil between the manometer and the pipe is unknown. Explain how you can still solve the problem without knowing this height. Would this height ever matter? Hint: consider practical issues of design. Could the height be 0 cm? Could it be 1000 cm?
A gasoline line is connected to a pressure gage through a double-U manometer, as shown in Figure 2 below. If the reading of the pressure gage is 370 kPa, determine the gage pressure of the gasoline line. Oil SG = 0.79 P. gage 370 kPa Gasoline SG = 0.70 45 cm 50 cm Pipe Air- 22 cm † 10 cm Water `Mercury SG = 13.6 Figure 2
1. A gasoline line is connected to a pressure gage through a double-U manometer, as shown in the Figure 1 below. If the reading of the pressure gage is 370 kPa, determine the gage pressure of the gasoline line. Oil SG= 0.79 Po = 370 kPa gage Gasoline SG = 0.70 45 cm 50 cm Pipe Air 22 cm | 10 cm Water `Mercury SG = 13.6
If the PO2 is 100 mm Hg at one barometric pressure (760 mm Hg), what is the approximate PO2 if the pressure is increased to 1,520 mm Hg in a hyperbaric chamber?
2. The gage pressure of the air in the Oil tank is measured to be 65 kPa. Find SG = 0.72 the differential height (h) of the 75 cm column. Specific gravities (SG) of Air -Water the manometer fluids are given in 30 cm -Mercury SG = 13.6 h the figure. Assume that the density of water is 1000 kg/m³.
Help me please. Thank you
Agasoline line is connected to a pressure gage through a double U-manometer, as shown in fig below. If the pressure gage is 370 kPa, determine the gage pressure of the gasoline. Oil SG=0.79 Page =370 kPa Gasoline SG = 0.70 Air 45 cm 50 cm Pipe 22 cm F10 cm Water Mercury SG= 13.6
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