A hydraulie load ceu is required to measure a maximeem loas of 5ookN. If the effecticle drasmeter of the diagphraegm is 200mm, D. Cal culate the maximu on pressure to be indi cated en the Bourdon gauge. U. Assuming the scale is lineer and operates oicer an A.C.of 270 Veits, Calculete the sensitieity of the pressure gauge.

A hydraulie load ceu is required to measure a maximeem loas of 5ookN. If the effecticle drasmeter of the diagphraegm is 200mm, D. Cal culate the maximu on pressure to be indi cated en the Bourdon gauge. U. Assuming the scale is lineer and operates oicer an A.C.of 270 Veits, Calculete the sensitieity of the pressure gauge.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

3. In the Figure below, determine: (a) the calibration range of the DP transmitter in inches of water, (b) the differential pressure head in inches water at the transmitter at 75% level Given: 100% S HLL NLL LLL Xx Y3=130 in. SG3=1.26 S = 60 in Y2 = 30 in. SG2=1.12 Y1 = 15 in. SG1 = 0.82
Please kinda Discuss Briefly the Calibration of Thermometer thank you!!
35 + 9.81 (0.3824 - 7-2) = - 49.54 kPa. S. Chand Je oadall i.e.p =- 49.54 kPa. This shows that the given pressure at A, 35 kPa is gauge pressure and hence there is vacuum at point B. (Ans.) Example 6.5. An open circuit wind tunnel draws in air from the atmosphere through a well contoured nozzle. In the test section, where the flow is straight and nearly uniform, a static pressure tap is drilled into the tunnel wall. A manometer connected to the tap shows that the static pressure within the tunnel is 45 mm of water below atmosphere. Assume that air is incompressible and at pressure is 100 kPa (absolute). Calculate the velocity in the wind tunnel section (Refer to Fig. 6.6). Density of P.- 100 kPa water is 999 kg/m' and characteristic gas constant for V =0 air is 287 J/kg K. ساP حقوق النشر Test section 25°C. = 25°C (GATE)
A vacuum pressure gauge mounted on one of the vacuum chambers of NASA provides a reading of 0.21 atm. What will be the corresponding atmospheric pressure if the system is subjected to 80,000 Pa abs?
If you measured h=851.1 mm Hg using simple manometer, then the pressure (in kpa) will be:(Given: Mercury specific gravity is 13.55) uor Select one: O a. 104.62 Ob. 96.11 O c. 130.15 d. 121.64 Oe. 113.13 Inviscid water Flows as shown, The manometers helghts are h1-59.3 cm, and h2=20 em, what is the water acceleration (m/s2)?
False Density in inclined U tube manometer formula represents O A. Gas density in the container B. None of the answers given on C. Manometric fluid density O D. Outside air density Clear my choice In dead weight tester, the applied load is 0.017 N, theoretical pressure is 15 approximately ed a. None of the given answers t out of b. 113 cm2 Oc113 mm- 5.
Measurement & metrology thermometer reads 97.2 C and the static correction given in the correction cu is-0.06 °C. Determine the true value of the temperature.
Plot of gauge reading (kN/m2) in Y-axis versus true pressure (kN Х-аxis. Discussion 1- What is the possible error in the experiment? 2- Discuss the relation between the force exerted and pressure.
6)
Fluid Statics 73 2.42. Calculate the gage reading and the manometer reading after the cock is opened. Air Oil (0.85) CCL 2.1 m Cock 0.9 m Oil (0.85) Problem 2.42
If the gauge pre ssure in a 50-gal tank half-filled with liquid is 100 lbf/in .2, what would bethe gauge pressure if the tank were empty?
= Determine the change of air-fuel ratio in when it takes off from sea level to a height of 5000 m. Carretor is adjusted for 15:1 ratio at sea level where air temperature (, C and e-engine carburetor pressure 1 bar. Assume the variation of temperature ofnire cvith altitude at t = t,- 0.0065 h where h is in m and t is in °C. The airle vsure decreases with altitude as per the relation h variation of air-fuel ratio with respect to altitude in steps of 1000 m on the trend. Show the variation on a graph and discuss. 19200 log10(1/p), where p is in bar. Evaluate the