A 15cm diameter, 50cm high vertical cylindrical container is partially filled with 30cm high water. Now the cylinder is rotated, determine the 1. Pressure at the center of the base of the container if the rotation is 20 rad/s. and 2. the pressure at the edge(periphery) of the base of the container if the rotation is 20 rad/s.
A 15cm diameter, 50cm high vertical cylindrical container is partially filled with 30cm high water. Now...
The next three questions refer to a vertical cylindrical beaker holding water. The density of water is 1.0 g/cm3. The volume of a cylinder is R2H, where is the radius of the cylinder and His the height. Question 12 2 pts If the beaker holds 1.11 kg of water and the bottom of the container has a diameter of 7.21 cm, what is the water pressure at the bottom of the cylinder in Pascals (N/m2)?
The next three questions refer to a vertical cylindrical beaker holding water. The density of water is 1.0 g/cm2. The volume of a cylinder is TR’H, where is the radius of the cylinder and H is the height. Question 10 2 pts If the beaker holds 1.82 kg of water and the bottom of the container has a diameter of 6.0 cm, what is the weight of the water in Newton's? Question 11 2 pts If the beaker holds 2.0...
A 2-m diameter cylindrical vessel 3 m high is completely filled with glycerin, s = 1.6, under a pressure of 243 kPa. The plates used are 12 mm thick and capable of withstanding a unit stress of 83 MPa. a. What is the greatest pressure can be carried by the cylinder? b. What maximum angular speed in rpm can be given to the cylinder? c. What maximum angular speed in rpm can be given to the cylinder if the pressure...
A cylinder 60 ?? in diameter and 100 ?? high contains 226,1952 ?????? of water. When a rotation is applied to its central axis, 56.5488 ?????? is spilled. Determine the following: a) The angular speed of rotation. b) The pressure (in ???) at a point on the base of the cylinder, located 12 ?? from the bottom left corner of the cylinder.
1. A 4-ft diameter open cylindrical tank, 6 ft high, is filled with water. The tank is tilted to a position such that its water surface will cut the diameter of the base. Calculate the volume of water left in the tank. a. 16 cu. ft c. 13 cu. ft b. 18 cu.ft d. 14 cu. ft Americana A Crans-
a cylindrical water storage 12. in diameter and 8m high, is filled through a 100 mm pipe carrying a velocity of 40 m/s. (a) how long it will take to fill the tank? (b) if the tank has an out flow pipe at the bottom with a capacity of 0.12 m^3/s discharge rate and both inflow and outflow pipes are opened at the same time, compute the time rate of the rise of the water level. (c) compute the time...
A vertical storage tank with a hemispherical bottom and a cylindrical shell of 2 m. inside diameter and 4 m. high is filled with water. A sharp-edge orifice 150 mm diameter with C = 0.62 is located at the lowest point. 26. Determine the time to empty the cylindrical part of the tank through the orifice. A. 134.04 sec C. 152.11 sec B. 145.6 sec D. 160 sec 27. Determine the time to empty the hemispherical tank only through the...
The figure shows a cylindrical tank of 80 em in diameter which is fully filled with water. In order to increase the flow from the tank to the exit pipe on the left, an additional pressure is applied to the water surface by an air compressor to supply air to the upper air chamber of the tank. The external walls of the tank are exposed to the atmospheric conditions of the area. You are required to determine the hydrostatic conditions...
1. Atall cylindrical tank, held above ground on stilts, is partially filled with water. (See top figure). The tank has a diameter, D. At time equal to zero, a hole of diameter d is poked in the bottom of the tank, where d<< D. Let z-0 correspond to the bottom of the tank. The initial fluid height is za. Had Use Bernoulli equation to assess the velocity of the fluid as it leaves the bottom of the tank as a...
SITUATIONAL PROBLEM A vertical storage tank with a hemispherical bottom and a cylindrical shell of 2 m. inside diameter and 4 m. high is filled with water. A sharp-edge orifice 150 mm diameter with C = 0.62 is located at the lowest point. 26. Determine the time to empty the cylindrical part of the tank through the orifice. A. 134.04 sec C. 152.11 sec B. 145.6 sec D. 160 sec 27. Determine the time to empty the hemispherical tank only...