In an internally indeterminate truss if the area of cross section of a redundant member is double

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BPSC AE Paper V Civil 19 Dec 2024 Official Paper
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  1. The force in that member will be twice
  2. The force in that member will not be affected
  3. The force in that member will be four times
  4. The force in that member will be halved

Answer (Detailed Solution Below)

Option 2 : The force in that member will not be affected
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Detailed Solution

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Explanation:

  • In an internally indeterminate truss, the forces depend on the overall geometry and load, not just on the cross-sectional area of individual members.

  • Changing the area of a redundant member affects its stiffness, but the force in that member is determined by equilibrium and compatibility conditions.

  • Increasing the cross-sectional area does not directly change the internal force; it changes the member's ability to carry that force safely (strength and stiffness), not the force itself.

  • Therefore, doubling the area does not affect the force in that member.

 Additional Information

  • A truss is said to be statically determinate if its internal forces can be found using only equilibrium equations.

  • Redundancy refers to the presence of extra members or supports beyond what is needed for static determinacy.

  • A truss with redundant members is called internally indeterminate, meaning forces cannot be found by equilibrium alone; compatibility and deformation analysis are also required.

  • Redundant members provide additional load paths, improving structural reliability and stiffness.

  • However, redundancy complicates analysis and design because the structure’s response depends on material properties and deformation compatibility.

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