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In a cantilever beam with a uniform distributed load, where does the maximum she

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Question: In a cantilever beam with a uniform distributed load, where does the maximum shear force occur?

Options:

  1. At the free end
  2. At the fixed support
  3. At the midpoint
  4. Uniformly distributed along the length

Correct Answer: At the fixed support

Solution:

The maximum shear force in a cantilever beam with a uniform distributed load occurs at the fixed support.

In a cantilever beam with a uniform distributed load, where does the maximum she

Practice Questions

Q1
In a cantilever beam with a uniform distributed load, where does the maximum shear force occur?
  1. At the free end
  2. At the fixed support
  3. At the midpoint
  4. Uniformly distributed along the length

Questions & Step-by-Step Solutions

In a cantilever beam with a uniform distributed load, where does the maximum shear force occur?
  • Step 1: Understand what a cantilever beam is. It is a beam that is fixed at one end and free at the other end.
  • Step 2: Recognize that a uniform distributed load means the weight is spread evenly along the length of the beam.
  • Step 3: Identify where the fixed support is located. This is the end of the beam that is attached to a wall or another structure.
  • Step 4: Know that shear force is the internal force that acts along the beam to resist the load.
  • Step 5: Realize that the maximum shear force occurs where the load is applied most directly, which is at the fixed support.
  • Step 6: Conclude that in a cantilever beam with a uniform distributed load, the maximum shear force is at the fixed support.
  • Shear Force in Beams – The shear force in a beam is the internal force that resists the sliding of one part of the beam over another, and it varies along the length of the beam.
  • Cantilever Beams – A cantilever beam is fixed at one end and free at the other, leading to specific load and shear force distributions.
  • Uniform Distributed Load – A uniform distributed load is a load that is spread evenly across the length of the beam, affecting the shear force and bending moment.
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