STRENGTH OF MATERIALS
An aluminum alloy [E = 8900 ksi] pipe with a cross-sectional area of A1 = 4.57 in.2 is connected at flange Bto a steel [E = 26600 ksi] pipe with a cross-sectional area of A2 = 3.08 in.2. The assembly is connected to rigid supports at Aand C. Assume L1=168 in., L2=228 in., and P=52 kips. For the loading shown, determine:(a) the normal stresses in aluminum pipe (1) and steel pipe (2) (, use positive if tensile, negative if compressive).(b) the deflection uB (use positive if it moves to the right and negative if it moves to the left) of flange B.
CALCULATE THE FORCE IN THE CABLE C AND D, AND EXTENSION IN CABLE D.
Steps to solve:
- Draw FBD
- Taking moment about A
- Use triangle properties and find relation.
- Now find force in member C and D.
- finally calculate the movement of D using Axial deflection formula.
CALCULATE THE FORCE IN CABLE AT B AND DIAMETER OF CABLE
Steps to solve:
- Draw FBD.
- Taking moment about A.
- find the force in cable B.
- using the force and stress, find the area of cable.
- Finally using area find the diameter of cable.
CALCULATE THE INTERNAL FORCE AT SECTION X-X
Steps to solve:
- Draw FBD
- from equilibrium find unknown force F.
- From the FBD find the force at Section X-X
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