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In a Pedestal, the factor by which the effective length should not exceed the least lateral dimension is
  • a)
    2
  • b)
    3
  • c)
    4
  • d)
    5
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
In a Pedestal, the factor by which the effective length should not exc...
Very short columns with effective length less than three times least lateral dimension are called pedestal columns.
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In a Pedestal, the factor by which the effective length should not exc...
Effective Length of a Pedestal

The effective length of a pedestal is a crucial factor in its design. It determines the stability and strength of the pedestal under various loads and conditions. The effective length is defined as the distance between the points of zero moment in a pedestal.

Importance of Effective Length

The effective length is significant because it directly affects the lateral stability of a pedestal. When a pedestal is subjected to lateral loads, such as wind or seismic forces, it tends to undergo lateral deflection. This deflection can cause the pedestal to become unstable and fail. Therefore, it is essential to limit the effective length to ensure the stability of the pedestal.

Limiting Factor

The limiting factor for the effective length is the least lateral dimension of the pedestal. The least lateral dimension refers to the smallest dimension of the pedestal in the plane of the lateral load. It could be the width or the thickness of the pedestal, depending on its shape and orientation.

Factor Limit

The effective length should not exceed three times the least lateral dimension of the pedestal. This factor of three is based on empirical observations and engineering principles. It provides a reasonable balance between stability and structural performance.

Reasoning Behind the Limit

When the effective length exceeds three times the least lateral dimension, the lateral deflection of the pedestal becomes significant. This excessive deflection can lead to instability and failure of the pedestal. By limiting the effective length to three times the least lateral dimension, the lateral deflection is kept within acceptable limits, ensuring the stability and strength of the pedestal.

Conclusion

In summary, the factor by which the effective length should not exceed the least lateral dimension of a pedestal is three. This factor is determined based on the need to maintain stability and prevent excessive lateral deflection. By adhering to this limit, engineers can design pedestals that are safe and structurally sound under lateral loads.
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