2.46 Determine the change in the elevation of the mercury in theleft leg of the manometer of Fig. P2.46 as a result of an increasein pressure of 5 psi in pipe A while the pressure in pipe B remainsconstant.WaterOil (SG = 0.9)B12 in.6 in.18 in.in. diameter30°in.2diameterMercuryIFIGUREP2.46

Answered: Image /qna-images/answer/dcc40902-0565-4e2c-a823-ab2007343bcb.jpg

Answered: 2.46 Determine the change in the…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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225 mm P1=8 P2=10 MJ=15 q1=18 -9 2(m) 1(m) 4.50(m) 1.50(m) 225mm 66 6
Two water tanks are connected to each other through a mercury manometer with inclined tubes. For a given pressure difference between the two tanks Pg-PA=30 kN/m2. Which nearly gives the 0 in degrees. Water A a 26.8 cm 2a Water в Mercury а. 57 о b. 28 О с. 23 O d. 61
For Fig. Water flows through a pipe at rate of 350 L/S. The Pipe consists of two sections of diameters 300mm and 150 mm with a smooth reducing section that connects them. The elevation difference between the two points on the pipe where the two arms of the mercury manometer are attached is 0.20m. Determine the reading of manometer (Answer with sketch)
In above Fig. 2.26 shows an inverted differential manometer connected to two pipes A and B containing water. The fluid in manometer is oil of sp. gr. 0.8. For the manometer readings shown in the figure, find the difference of pressure head between A and B.
5. Determine the new differential reading along the inclined leg of the mercury manometer of Fig. 3, if the pressure in pipe A is decreased 10 kPa and the pressure in pipe B remains unchanged. The fluid in A has a specific gravity of 0.9 and the fluid in B is water. -SG = 0.9 30⁰ Fig 3 100 mm 50 mm Water 80 mm Mercury
Q-4 The apparatus shown in the figure is used to measure the velocity of air at the center of a duct having a 10 cm diameter. A tube mounted at the center of the duct has a 2 mm diameter and is attached to one leg of a slant-tube manometer. A pressure tap in the wall of the duct is connected to the other end of the slant-tube manometer. The well of 10 cm p = 150 kPa the slant-tube manometer is sufficiently large that the elevation of the fluid in it does not change significantly when fluid moves up the leg of T= 20°C the manometer. The air in the duct is at a temperature of 20°C, and the pressure is 150 kPa. The manometer liquid has a specific gravity 30 of 0.7, and the slope of the leg is 30°. When there is no flow in the duct, the liquid surface in the manometer lies at 2.3 cm on the slanted scale. When there is flow in the duct, the liquid moves up to 6.7 cm on the slanted scale. Find the velocity of the air in the duct. Assuming a uniform velocity profile in the duct, calculate the…
a 150 mm by 50mm venturi meter is installed in an inclined pipe carrying oil. the venturi distance between the inlet and throat is 20cm. the flo is upward through the meter. a differential manometer containing mercury the (sp. gr=13.6) is attached to the inlet base and throat. compute the deflection of the mercury if the actual discharge of pipe is 0.55 m³/s. assume the venturi coefficient to be 0.97.
I need the answer to the question in fluid mechanics
please include figure
An engineer used a 30 m tape in measuring an inclined ground 459.20 m long. The difference between the starting point and end point is 1.20 m. The tape is of standard length at a temperature of 100 C and a pull of 50 N. During measurement the temperature reading was 15 0 C and a pull of 75N applied at both ends. A= 6.5mm2 ; E = 200GPa; K = 0.0000116 m/C0 . The mass of the tape is 0.075kg/m. Determine the horizontal distance.
From the 325 mm by 160 1.2 m mm venturi meter (C=1) compute the deflection of mercury in the 1.6 m manometer if the water flows through the venturi meter at 180 L/s. Neglect headlost. S = 13.6
04: Suppose that the square plate is shown in Figure (2). It has three sides kept at temperature zero while the fourth side is kept at temperature 60 c°. Determine the steady state temperature everywhere in the plate. и ди ax²+ y² = 0 B.C. u(0,y) = u(1,y) = u(x, 0) = 0, u(x, 1) = 60 uck- 00 60 0 Figure 2

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