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A continuous beam is deemed to be a deep beam when the ratio of effective span to overall depth (l/D) is less than
  • a)
    1.5
  • b)
    2.0
  • c)
    2.5
  • d)
    3.0
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
A continuous beam is deemed to be a deep beam when the ratio of effect...
Definition of a Deep Beam
A continuous beam is considered a deep beam when its effective span to overall depth (l/D) ratio is less than 2.5.

Explanation
The effective span of a beam is the distance between the centers of supports. The overall depth of a beam is the distance between its extreme fiber and its neutral axis. A deep beam is a type of beam that has a high depth-to-span ratio. These beams are characterized by their ability to resist high shear forces and bending moments.

A deep beam is typically used in structures where a large load or force needs to be supported over a short span. Examples of structures that use deep beams include bridges, parking structures, and high-rise buildings.

The ratio of effective span to overall depth is an important factor in determining the behavior of a beam. When this ratio is less than 2.5, the beam is considered a deep beam. This means that the beam will have a high bending moment and shear force capacity, making it suitable for applications where heavy loads need to be supported.

Conclusion
In conclusion, a deep beam is a type of beam that has a high depth-to-span ratio. The ratio of effective span to overall depth is an important factor in determining whether a beam is considered a deep beam. When this ratio is less than 2.5, the beam is considered a deep beam, making it suitable for applications where heavy loads need to be supported.
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A continuous beam is deemed to be a deep beam when the ratio of effective span to overall depth (l/D) is less thana)1.5b)2.0c)2.5d)3.0Correct answer is option 'C'. Can you explain this answer?
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