Describe about the Smooth-drum vibrators.
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Q: Define Smooth-drum vibrators.
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Describe about the Smooth-drum vibrators.
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- Define Smooth-drum vibrators.1. What is the velocity at the 50 mm pipe in m/s? 2. What is the velocity at 30 mm pipe in m/s? Thankyou ill upvoteAbsolute pressure = Gauge pressure + Atmospheric pressureA pressure gauge is being checked for accuracy. The gauge is connected toa tank that has an absolute pressure of 742.11 psi. Atmospheric pressure is14.7 psi. What should the gauge read?
- Include a free body diagram The water level in a tank is 34 ft above the ground. A hose is connected to the bottom of the tank at the ground level and the nozzle at the end of the hose is pointed straight up. The tank cover is airtight, but the pressure over the water surface is unkown. Determine the minimum tank air pressure (gage) that will cause a water stream from the nozzle to rise 72 ft from the ground.A. 13.5 psiB. 15.5 psiC. 16.5 psiD. 14.4 psiMechanics Note : G = 12x10^6 psi i need the answer asap thank youOn Step 3 where do you get the sin(66.80)? reply asap.
- The air-oil-water system is shown in figure. If gage A reads 17psi absolute andgage B reads 2.2psi less than C, compute the unit weight of oil in pcf (pounds percubic feet). Use unit weight of air equal to 0.76pcf. Also compute the gauge reading point at C.decribe a real life control system example and explain how to relate it for single linear flexible jointYou are the engineer supervising the layout of a piping system. In a certain portion of the pipe, the specifications are as follows: length of pipe is 10m, inside diameter of 30cm, outside diameter of 30.5cm, maximum allowable speed of 15m/s and a coefficient of 0.003456. If the uncertainties are 0.02mm for length, 0.8mm for the diameters and 0.1mm/s for the velocity, what loss of head will be imminent in this pipe? In the piping system above, what is the uncertainty in computed head loss contributed by the velocity of the pipe? what is the uncertainty in computed head loss contributed by the diameter/s of the pipe? what is the uncertainty in computed head loss contributed by the length of the pipe? With all the above uncertainties, what is the total uncertainty in the head loss?
