Situation 5 - An open cylindrical vessel 4 m in diameter and 6 mhigh is two-thirds full of water. The vessel is revolved aboutits own vertical axis at constant angular speed..25. Calculate the peripheral velocity at the top rim of the vesselwhen the water starts to spill out.A. 10.25 m/sC. 7.56 m/sB. 9.37 m/sD. 8.86 m/sy to heninos A26. Calculate the peripheral velocity at the top rim of the vesselwhen 3 m³ of water is spilled out.A. 8.86 m/sC. 9.37 m/sB. 7.56 m/sD. 10.25 m/spressure at the bottom of the vessel.27. What is the maximumA. 39.24 kPaC. 62.58 kPaB. 58.86 kPaD. 45.63 kPa

Answered: Image /qna-images/answer/1a67f167-241c-4abf-ba56-30a0ada00522.jpg

Situation 5 - An open cylindrical vessel 4 m in diameter and 6 m high is two-thirds full of water. The vessel is revolved about its own vertical axis at constant angular speed. 25. Calculate the peripheral velocity at the top rim of the vessel when the water starts to spill out. A. 10.25 m/s C. 7.56 m/s D. 8.86 m/s B. 9.37 m/s 26. Calculate the peripheral velocity at the top rim of the vessel when 3 m³ of water is spilled out. A. 8.86 m/s C. 9.37 m/s B. 7.56 m/s D. 10.25 m/s pressure at the bottom of the vessel. 27. What is the maximum A. 39.24 kPa C. 62.58 kPa B. 58.86 kPa D. 45.63 kPa

Situation 5 - An open cylindrical vessel 4 m in diameter and 6 m high is two-thirds full of water. The vessel is revolved about its own vertical axis at constant angular speed. 25. Calculate the peripheral velocity at the top rim of the vessel when the water starts to spill out. A. 10.25 m/s C. 7.56 m/s D. 8.86 m/s B. 9.37 m/s 26. Calculate the peripheral velocity at the top rim of the vessel when 3 m³ of water is spilled out. A. 8.86 m/s C. 9.37 m/s B. 7.56 m/s D. 10.25 m/s pressure at the bottom of the vessel. 27. What is the maximum A. 39.24 kPa C. 62.58 kPa B. 58.86 kPa D. 45.63 kPa

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Solve.!
A tank has one of its side inclined inward at an angle of 30° with horizontal. The free surface of the contained water is at Elev 15.25 m. The orifice located on the inclined side issues a jet, having it's vena contracta at Elev 10.70 m. If the highest point in the trajectory of the jet is at Elev 14.00 m, find the actual velocity of the jet air friction. Neglect air friction. Include fbd.
Q7- Air flowing with a Mach number of 2 with a pressure of 80 kPa and a temperature of 30 °C passes over a component of an aircraft that can be modeled as a wedge with an included angle of 8° that is aligned with the flow, the flow is turned through an angle of 4 leading to the generation of an oblique shock wave. Find the pressure acting on the surface of the wedge. M 2 P = 80 kPa T = 30°C
A closed cylindrical tank 1.845m high and 0.945m in diameter contains water of height 1.35m. When the angular velocity is constant at 20rad/sec , What is the area (m^2) uncovered at the bottom? CHOICES: a.) 0.50 b.) 0.75 c.) 0.25 d.) 0.05
Marked out of 0.50 P Flag question The head of water over the center of an orifice of diameter 80 mm is 4.5 m. Find the theoretical velocity. Torricilli's T opening Select one: a. 360 mm/sec b. 0.939 cm/sec C. 939.63 cm/sec d. 88.29 m/sec
The average linear velocity of water at the entrance of a funnel is 0.7 m/s and it increases to 7 m/s at its end which is at a distance of 0.105 m. Determine the convective acceleration at the end of the funnel.
Given two infinitely wide parallel horizontal plates that are moving at different velocities at a space of H between the plates. The top plate is moving faster than the bottom plate. The flow is fully developed and laminar with no driving pressure gradient. Determine: A) an equation for the velocity as a function of depth B) an equation for the average velocity C) the flow rate per unit width U2 Us with the outside rotation faster than the inner rotation. Also, it may simplify your calcs by defining U2 – Uj as AU Note: while this seems like a non-physical problem, it mimics the pattern of a double rotating bearing
4G 6:16 PM 69 Title The mass of collar A is 56.65 kg and the mass of block B is 66.65 kg. The system is released from rest. The collar A slides on the smooth horizontal bar. Use conservation of energy to determine the velocity of the collar A when it has moved 0.65 m to the right.
An open rectangular tank measuring 6m long, 2.05 m wide, and 3 m high is filled to a depth of 1.9 m with gasoline (SG=0.68). The tank is attached to a truck that is traveling horizontally at 9.81. How much water (m³) is left if the track is traveling horizontally at 9.81 m/s^2
SITUATION 3: Open cylindrical tank 1 m in diameter and 2.5 m high is three-fifth full of water. If the tank is rotated about its vertical axis, 6. Which of the following gives the angular velocity in rpm so water will not spill out? а. 105 С. 120 7. Which of the following gives the angular velocity in rpm so that the depth of water at the center is zero? а. 134 C. 138 8. Find the angular velocity in rpm so that water at the bottom is 20 cm away b. 145 d. 130 b. 125 d. 149 from the center. а. 155 C. 146 b. 160 d. 140