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Slenderness ratio of the splices for compression members is
  • a)
    0
  • b)
    145
  • c)
    180
  • d)
    350
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Slenderness ratio of the splices for compression members isa)0b)145c)1...
Splices used in compression members are assumed to act as short columns with zero slender ness ratio.
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Slenderness ratio of the splices for compression members isa)0b)145c)1...
Slenderness Ratio of Splices for Compression Members

Slenderness ratio is a measure of the column's ability to resist buckling under compression. When a column is subjected to a compressive load, it may buckle due to the load's magnitude and direction. The slenderness ratio is defined as the ratio of the column's effective length to its radius of gyration.

The slenderness ratio of a splice for a compression member is the same as that of the column. The splice's slenderness ratio is defined as the ratio of its effective length to its radius of gyration. The effective length of a splice is the distance between the points where the column's compression load is applied.

The slenderness ratio of a splice is critical because it affects the column's buckling strength. If the splice's slenderness ratio is too high, the column may buckle under compressive loads. Therefore, it is crucial to design the splice with a low slenderness ratio to ensure that the column can resist buckling.

The slenderness ratio of a splice for compression members should be less than or equal to 0. This means that the effective length of the splice should be less than or equal to its radius of gyration. By keeping the slenderness ratio low, the splice can resist buckling and maintain the column's overall strength.

In conclusion, the correct answer to the question is option A, which states that the slenderness ratio of splices for compression members is 0. This means that the effective length of the splice should be equal to or less than its radius of gyration.
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Slenderness ratio of the splices for compression members isa)0b)145c)180d)350Correct answer is option 'A'. Can you explain this answer?
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