If the piston mass is 20 kg and the car mass with its base is 400 kg, what will the minimum pressure (kpa)that is required from the air compressor to lift the car? There are three layers of oils with different specificgravities as S1%30.95, S2%3D0.85, and S3-D0.21. Neglect the shear force between the piston and its cylinder.ControlvalvepistonAir pressurefrom compressor25-cm diameter60 cmS3S250 cmAirS140 cmS1

we need to calculate minimum pressure required to lift the car

If the piston mass is 20 kg and the car mass with its base is 400 kg, what will the minimum pressure (kpa) that is required from the air compressor to lift the car? There are three layers of oils with different specific gravities as S1=0.95, S2%3D0.85, and S3-0.21. Neglect the shear force between the piston and its cylinder. Control valve - piston Air pressure from compressor 25-cm diameter 60 cm S3 S2 50 cm Air S1 40 cm S1

If the piston mass is 20 kg and the car mass with its base is 400 kg, what will the minimum pressure (kpa) that is required from the air compressor to lift the car? There are three layers of oils with different specific gravities as S1=0.95, S2%3D0.85, and S3-0.21. Neglect the shear force between the piston and its cylinder. Control valve - piston Air pressure from compressor 25-cm diameter 60 cm S3 S2 50 cm Air S1 40 cm S1

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

You are designing a hydraulic lift for an automobile garage. It will consist of two oil-filled cylindrical pipes of different diameters. A worker pushes down on a piston at one end (d = 25cm), raising the car on a platform at the other end (d=?). To handle a full range of jobs, you must be able to lift cars up to 3000 kg, plus the 700 kg platform on which they are parked. To avoid injury to your workers, the maximum amount of force a worker should need to exert is 100 N. What should be the diameter of the pipe under the platform? If the worker pushes down with a stroke 50 cm long, by how much will he raise the car at the other end?
A cylinder of 0.9 m3 in volume contains air at 0℃ and 39.24 N/cm2 absolute pressure. The air is then compressed to 0.45 m3. Find: a. The pressure inside the cylinder assuming isothermal process b. The pressure and temperature assuming adiabatic process. Take k = 1.40
at the top and rotates about its vertical axis at 105 r/min. Before open rotation started the container was full. Calculate how much water will remain after the container has been brought to rest. (247 litre) 5. A closed cylindrical container with diameter 650 mm is rotated at 600 r/min about its vertical axis. Calculate the pressure that will develop with the cylinder when the container is completely filled with water. (208.5 kPa) 6. A A cylindrical completely filled with water. A paddle with diameter 200 mm rotates at the bottom of the container at a speed of 120 r/min. Calculate: container has internal diameter of 600 mm and an a. The tangential velocities of the water at radii of 75 mm and 225 mm respectively. b. The corresponding pressure heads at the above radii measured from at the bottom of the container. (0.942 m/s, 0.559 m/s, 45.2 mm, 145.1 mm) A compound vortex that has formed in a large water reservoir consists of a central forced vortex and a surrounding free vortex. The…
Please give me right solution. Help me urgent Thank you A pump is installed on a mountain at 2800 m elevation where the atm (barometric) pressure is 20% lower than at sea level and the ambient temperature is 62 ˚F. What will be the maximum Theoretical Height of a column of water at rest in the suction tube of the pump?
please answer it ASAP. show solutions step by step.
The pressure on the suction side of a pump in a water line is 25 kPa (abs). What temperature should the water be to prevent cavitation at sea level? Is this a maximum or a minimum temperature?
Graw 1 Q A The force generated by a spring is given by F= kx where k is the spring constant, and x is the deflection of the spring. The spring shown in the figure has a spring constant of 9.5 kN/cm. The pressures are P-5000 kPa, P₂=10000 kPa, and P3 = 1000 kPa. If the piston diameters are D=8 cm and D2-3 cm, how far will the spring be deflected? Z Spring- The spring will deflect 1.717 cm. 2 W D₁ S 309 F2 X #3 E D 80 F3 $ 4 C 888 F4 R 25 % V MA FS T U N * 00 8 J DII - M ( 9 K DD F9 O ) V S 0 J L T' P
Q2 Calculate the density of the air in a room whose Dimensions are (4 m, 5 m, 6 m) and have mass 140 kg. AIR 5m P= 100 RPa T= 25°C