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Queensferry

Module 09

Bending of beams

Why bending stretches one face and squashes the other, and what makes a good section.

What this module covers

  • Explain why bending produces tension on one face and compression on the other
  • Locate the neutral axis and say what happens there
  • Use the flexure formula to find bending stress
  • Explain what second moment of area and section modulus really mean
  • Say why an I-section is efficient and where simple bending theory stops

Lessons

  1. Curvature, the neutral axis, and the linear stress distribution.

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  2. Building σ = My/I from geometry, Hooke's law and equilibrium — not quoting it.

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  3. The flexure formula, and what makes one section better than another.

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  4. Adding two stress distributions, and the point where tension disappears.

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  5. What a ductile section can still do after its extreme fibre has yielded.

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  6. What happens when the section has no axis of symmetry, and the beam refuses to bend the way you pushed it.

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Module checkpoint

Check what you have taken in

3 questions

  1. Question 1

    A beam section has Z = 5.0 × 10⁵ mm³ and carries a bending moment of 40 kN·m. What is the maximum bending stress?

  2. Question 2

    A rectangular beam's depth is doubled, keeping the width the same. What happens to I?

  3. Question 3

    Why does an I-section carry bending efficiently?