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Question

The maximum edge distance to the nearest line of fasteners from edge of any un-stiffened part should not exceed

The correct answer is

12tε

Edge Distance Rule for Un-stiffened Parts

Understanding the limits for fastener placement is crucial in structural and mechanical design to ensure the integrity and strength of components. Specifically, when dealing with un-stiffened parts, the distance from the edge of the material to the nearest line of fasteners must adhere to specific guidelines.

Importance of Edge Distance

The edge distance is the distance from the center of a fastener hole to the free edge of the material. Maintaining an adequate edge distance is important for several reasons:

  • Preventing Tear-Out: Insufficient edge distance can lead to the material tearing out between the fastener hole and the edge when the load is applied.
  • Stress Concentration: A proper edge distance helps to distribute stress more effectively around the fastener hole, reducing stress concentration at the edge.
  • Material Integrity: It ensures the edge remains intact and does not fail prematurely under load.

Fastener Lines and Design Limits

Fasteners are often arranged in lines. The rule in question specifies the maximum permissible distance from the physical edge of an un-stiffened component to the closest line where fasteners are placed.

According to common engineering design principles and standards for un-stiffened parts:

The maximum edge distance from the edge to the nearest line of fasteners should not exceed $12t\epsilon$.

Here:

  • t typically represents the thickness of the material.
  • $\epsilon$ (epsilon) often relates to a factor dependent on material properties or specific design considerations, sometimes related to tensile strain or a safety factor.

Adhering to this limit, represented by the expression $12t\epsilon$, helps ensure that the un-stiffened edge can withstand the stresses imposed by the fastened connection without failure.

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