EXAMPLE 2.2 A manometer connects an oil pipeline and a water pipeline as shown in Fig. 2.4. Determinethe difference in pressure between the two pipelines using the readings on the manometer. Use Sal = 0.86 andSH = 13.6.AirWater8 cm6 cm4 cmMercuryOilFigure 2.4If the manometer top in Fig. 2.17 is open, then the mercury level is 10 cm below the pressureless air pipe. Themanometer top is sealed and the air pipe is press urized. Estimate the reading for H for a pressure of 200 kPain the air pipe. Assume an isothermal process for the air above the mercury.2.20ManometertopAir15 cmHMercuryFigure 217

My dear Given data Specific gravity of mercury and oil We will form the manometric equation and…

EXAMPLE 2.2 A manometer connects an oil pipeline and a water pipeline as shown in Fig. 24. Determine the difference in pressure between the two pipelines using the readings on the manometer. Use Sa = 0.86 and S=13.6. Air Water 8 cm 6 cm 4 cm Mercury Oil Figure 2.4

EXAMPLE 2.2 A manometer connects an oil pipeline and a water pipeline as shown in Fig. 24. Determine the difference in pressure between the two pipelines using the readings on the manometer. Use Sa = 0.86 and S=13.6. Air Water 8 cm 6 cm 4 cm Mercury Oil Figure 2.4

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

As shown in the figure, determine the gage pressure on the bottom of the tank in kPa. Considering the total gage pressure at the bottom of the tank what will be the absolute pressure if the barometric pressure if 725 torr?
The pressure drop of water in a pipe is measured by a manometer using a liquid of density 2000 kg/m³. The difference in height of the liquid in the limbs is 10 cm. Then, the pressure drop is
show complete solution and diagram
Mato 1
In figure 2.5, if the pressure of gas in bulb A is 50 cm Hg vacuum and Patm = 76 cm Hg, the height of column H is equal to Patm H 424 Hg:
In a laboratory experiment, a two‐fluid differential manometer is used to measure the pressure drop for a flowing process fluid, a silicone oil that is immiscible with water, as shown in Figure 2. Determine the pressure drop between Points A and B if h1 = 500 mm, h2 = 190 mm, and h3 = 275 mm. The densities of the process fluid and water are 1060 kg/m3 and 1000 kg/m3 respectively.
6. Freshwater and seawater flowing in parallel horizontal pipelines are connected to each other by a double U-tube manometer, as shown in figure. Determine the pressure difference Pfresh water- Psea water= ?(kPa) between the two pipelines. Take the density of seawater at that location to be P = 1035 kg/m³. (2 decimal)
Consider oil flowing through a horizontal pipe at a rate of 3 liter/s. There are two sections of the pipe with diameters 10 cm and 7 cm and the two sections are connected by a smooth reducing section as shown in the schematic. We use a manometer with glycerin as the manometer fluid (with glycerin density of Pglycerin 1,260 kg/m³) to measure the pressure difference between the two pipe sections. Assume that frictional effects are negligible and consider specific gravity of oil as SGoil = 0.76. What is the manometer reading, h (i.e. differential height of glycerin between the two arms of the manometer)? 10 cm I h T 7 cm-
The figure below shows a manometer connected to a pipeline containing oil of specific gravity 0.8. If the specific gravity of mercury is 13.6, the pressure head of oil in terms of height of the water will be: Oil Mercury 0.75 m 0.25m
Q 1 A
The fluid 1 in a tank is pressurized by air, and the pressure is measured by a multifluid manometer as shown in figure below. Determine the gage pressure (in kPa) of air in the tank if hj=2.1m, h2=2.9m and h3=1.3m. Take the densities of fluid 1, fluid 2 and fluid 3 to be 1906 kg/m³, 1173kg/m³ and 27357kg/m³, respectively. fluid 2 Air hị fluid 1 h2 h3 fluid 3 2.
In a manometer shown as below, the mercury (SG = 13.6) height difference is 10 cm. If the volume of the gas is 250 mL, how many moles of gas are there on the right side? Assume the temperature is 20 degrees Celsius. Hint: Use the Ideal Gas Law for the relationship between pressure and mole number, PV = nRT. O 1.318 mol O 0.00137 mol O 0.0118 mol O 0.107 mol mercury gas