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The loss of stress due to curvature effect depends upon ______
  • a)
    Alignment
  • b)
    Midpoint
  • c)
    Centerline
  • d)
    Exterior point
Correct answer is option 'A'. Can you explain this answer?
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The loss of stress due to curvature effect depends upon ______a)Alignm...
Understanding the Curvature Effect on Stress Loss
The curvature effect in civil engineering primarily refers to the change in stress distribution within materials or structural elements due to bending or curving. The loss of stress resulting from this effect is significantly influenced by the alignment of the structure.
Key Factors Influencing Stress Loss:
- Alignment:
- The alignment of structural elements plays a crucial role in how stresses are distributed. Proper alignment ensures that loads are transferred efficiently, while misalignment can lead to concentrated stresses, resulting in potential failure points.
- When structures are aligned correctly along their intended path, the curvature effect is minimized, leading to a more uniform distribution of stress across the material.
- Midpoint:
- Although the midpoint of a curve does experience varying stress, it is not the primary factor affecting the overall loss of stress due to curvature.
- Centerline:
- The centerline of a curved structure provides a reference for alignment. However, it does not directly impact the loss of stress; rather, it serves as a guide for maintaining proper alignment.
- Exterior Point:
- External points may experience different stress levels due to bending but are again secondary to the overall alignment of the structural element.
In conclusion, the alignment of structural elements is paramount in understanding the loss of stress due to curvature effects. Proper alignment ensures that stresses are distributed effectively, reducing the risk of structural failure.
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The loss of stress due to curvature effect depends upon ______a)Alignm...
The loss of stress due to the curvature effect, which depends upon the tendon form or alignment which generally follows a curved profile along the length of the beam, curvature coefficient is expressed as μ and wobble coefficient is expressed as k/m.
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The loss of stress due to curvature effect depends upon ______a)Alignmentb)Midpointc)Centerlined)Exterior pointCorrect answer is option 'A'. Can you explain this answer?
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