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A tension member, if subjected to possible reversal of stress due to wind or earthquake the slenderness ratio of the member should not exceed
  • a)
    180
  • b)
    300
  • c)
    250
  • d)
    350
Correct answer is option 'D'. Can you explain this answer?
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A tension member, if subjected to possible reversal of stress due to w...
Slenderness Ratio for Tension Members

A tension member in a structure is a component that is designed to resist axial tensile forces. Examples of tension members include cables, rods, and tie-rods. When designing a tension member, one of the important considerations is its slenderness ratio.

Definition of Slenderness Ratio

Slenderness ratio is defined as the ratio of the effective length of a member to its least radius of gyration. It is a measure of the member's ability to resist buckling under axial compression. For a tension member, the slenderness ratio is still an important factor to consider, especially if there is a possibility of reversal of stress due to wind or earthquake.

Limitation of Slenderness Ratio for Tension Members

The maximum slenderness ratio for a tension member is limited to prevent buckling under axial compression. However, when a tension member is subjected to possible reversal of stress due to wind or earthquake, the slenderness ratio should not exceed a certain limit. According to the Indian Standard Code of Practice for Structural Steel, the maximum slenderness ratio for tension members subjected to possible reversal of stress is 350.

Conclusion

In conclusion, when designing a tension member in a structure, it is important to consider its slenderness ratio. For tension members that may be subjected to reversal of stress due to wind or earthquake, the maximum slenderness ratio should not exceed 350, according to the Indian Standard Code of Practice for Structural Steel.
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A tension member, if subjected to possible reversal of stress due to wind or earthquake the slenderness ratio of the member should not exceeda)180b)300c)250d)350Correct answer is option 'D'. Can you explain this answer?
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