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IB MYP 4-5 Physics- Wave phenomena:Diffraction- Study Notes

IB MYP 4-5 Physics- Wave phenomena:Diffraction- Study Notes - New Syllabus

IB MYP 4-5 Physics-Wave phenomena:Diffraction- Study Notes

Key Concepts

  • Wave phenomena:Diffraction

IB MYP 4-5 Physics Study Notes – All topics

Wave Phenomena: Diffraction

Wave Phenomena: Diffraction

Diffraction is the bending, spreading, and overlapping of waves when they encounter an obstacle or pass through a narrow gap/slit.

Characteristics of Diffraction:

  • Occurs with all types of waves: water waves, sound waves, light waves, radio waves, etc.
  • Waves do not always travel in a straight line, diffraction allows them to bend around corners or obstacles.
  • Diffraction can cause wave patterns to overlap, leading to interference patterns (especially visible in light experiments).

Dependence on Wavelength and Gap Size:

  • The extent of diffraction depends on the ratio of wavelength to gap size.
  • If gap ≈ wavelength: Strong diffraction, waves spread out widely.
  • If gap ≫ wavelength: Weak diffraction, waves mostly pass straight with little spreading.
  • If gap ≪ wavelength: Almost no diffraction; waves behave as if the gap is blocked.

Everyday Examples of Diffraction:

  • Sound waves: You can hear someone talking around a corner because sound waves bend around walls (sound wavelengths are large, around 0.1–1 m, so diffraction is noticeable).
  • Water waves: When water waves pass through a small gap in a barrier, they spread out into semicircular waves.
  • Light waves: Light normally doesn’t bend much because its wavelength is very small (\(10^{-7}\) m). Diffraction of light is only noticeable with very tiny slits or diffraction gratings.
  • Radio waves: Long-wavelength radio waves diffract around hills and buildings, allowing reception even without a direct line of sight.

Effects of Amplitude and Slit Width on Diffraction

Effects of Wavelength on Diffraction

Interference Patterns

Importance of Diffraction in Science & Technology:

  • Used in diffraction gratings to split light into spectra.
  • Helps explain why telescopes and microscopes have limits to resolution (diffraction limits sharpness).
  • Enables communication technologies, since radio waves diffract over obstacles and allow signal transmission beyond line of sight.

Example:

Sound waves of wavelength \(0.7 \, \text{m}\) pass through a doorway of width \(1.0 \, \text{m}\). Will diffraction be noticeable?

▶️ Answer/Explanation

Since the doorway width (\(1.0 \, \text{m}\)) is of the same order as the wavelength (\(0.7 \, \text{m}\)), strong diffraction will occur.

Final Answer: Sound will spread out significantly after passing through the doorway.

Example:

A beam of red light with wavelength \(6.5 \times 10^{-7} \, \text{m}\) passes through a slit of width \(1.0 \times 10^{-4} \, \text{m}\). Will diffraction be significant?

▶️ Answer/Explanation

Slit width = \(1.0 \times 10^{-4} \, \text{m}\), Wavelength = \(6.5 \times 10^{-7} \, \text{m}\).

Since slit ≫ wavelength, diffraction is very small.

Final Answer: Diffraction will be negligible, and the light beam will stay mostly straight.

Example:

Water waves of wavelength \(0.2 \, \text{m}\) pass through a gap of width \(0.25 \, \text{m}\). What will happen?

▶️ Answer/Explanation

Gap ≈ wavelength → strong diffraction occurs.

The waves will spread out widely into the region beyond the gap.

Final Answer: Noticeable spreading of water waves after the gap.

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