6 cans containing soda made out of aluminum ( E = 69 GPa, σY = 240 MPa ) material are shaken. Shaking them creates an internal pressure of 0.14 MPa in each can. A uniform load of W is applied to the cans through a plate which has a negligible weight. The inner diameter of each can is 2R = 62 mm, the wall thickness is t = 0.25 mm and the length is L = 112 mm. According to the von - Mises yield criterion, determine the maximum magnitude of the applied load W. Note: The weight of the cans will be neglected in calculations. Accept that the liquid in the cans does not provide any support to the cans and no buckling occurs in the cans. 240 MPa ) material are6 cans containing soda made out of aluminum ( E = 69 GPa, oy =shaken. Shaking them creates an internal pressure of 0.14 MPa in each can. A uniform load ofW is applied to the cans through a plate which has a negligible weight. The inner diameter ofeach can is 2R = 62 mm, the wall thickness is t = 0.25 mm and the length is L = 112 mm.According to the von - Mises yield criterion, determine the maximum magnitude of the applied%3Dload W.Note: The weight of the cans will be neglected in calculations. Accept that the liquid in the cansdoes not provide any support to the cans and no buckling occurs in the cans.Seda+ 2R →|

240 MPa ) material are 6 cans containing soda made out of aluminum ( E = 69 GPa, oy = shaken. Shaking them creates an internal pressure of 0.14 MPa in each can. A uniform load of W is applied to the cans through a plate which has a negligible weight. The inner diameter of each can is 2R = 62 mm, the wall thickness is t = 0.25 mm and the length is L = 112 mm. According to the von - Mises yield criterion, determine the maximum magnitude of the applied %3D load W. Note: The weight of the cans will be neglected in calculations. Accept that the liquid in the cans does not provide any support to the cans and no buckling occurs in the cans. Seda + 2R →|

240 MPa ) material are 6 cans containing soda made out of aluminum ( E = 69 GPa, oy = shaken. Shaking them creates an internal pressure of 0.14 MPa in each can. A uniform load of W is applied to the cans through a plate which has a negligible weight. The inner diameter of each can is 2R = 62 mm, the wall thickness is t = 0.25 mm and the length is L = 112 mm. According to the von - Mises yield criterion, determine the maximum magnitude of the applied %3D load W. Note: The weight of the cans will be neglected in calculations. Accept that the liquid in the cans does not provide any support to the cans and no buckling occurs in the cans. Seda + 2R →|

Solid Waste Engineering

3rd Edition

ISBN:9781305635203

Author:Worrell, William A.

Publisher:Worrell, William A.

Chapter4: Mechanical Processes

Section: Chapter Questions

Problem 4.6P

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