Two equal and opposite couples of magnitude M = 40 kN·m are applied to the channel-shaped beam AB. The cross section is shown, with the length of CD as L = 110 mm. Determine the maximum compressive stress in the cross section.
(The result is accurate to one decimal place, in the unit of MPa. Please write down only the value of the final result)
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Two equal and opposite couples of magnitude M = 40 kN·m are
applied to the channel-shaped...
A torque of magnitude T = 10 kN·m is applied to the end of a tank...
A torque of magnitude T = 10 kN·m is applied to the end of a
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Problem 4. A torque of magnitude T = 10 kN·m is applied to the end of...
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Please be sure that your answer is correct A channel-shaped cross-section is subjected to a vertical...
Please be sure that your answer is correct
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A torque of magnitude T = 10 kN·m is applied to the end of a
tank containing compressed air under a pressure of 8 MPa. Knowing
that the tank has a 180-mm inner diameter and a 12-mm wall
thickness, determine the maximum normal stress and the maximum
shearing stress in the tank. (Round the final answers to one
decimal place.)
The maximum normal stress in the tank
is MPa.
The maximum shearing stress in the tank
is MPa.
A concentrated force P is applied in the middle of a simply supported beam with the T-shaped cross section shown. The maximum value of the load P so that the normal stress in the beam does not exceed 25 MPa is most closely: 150 mm P 30 mm 4m 4m 120 mm A' B A 40 mm A. 3.1 kN B. 5.8 kN Oc. 2.5 kN D. 4.3 kN
A concentrated force P is applied in the middle of a...
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Please be sure that your answer is correct
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