Doppler Shift (Edexcel IGCSE Physics)

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The Doppler Effect

  • Usually, when an object emits waves, the wavefronts spread out symmetrically
    • If the wave source moves, the waves can become squashed together or stretched out

  • Therefore, when a wave source moves relative to an observer there will be a change in the observed frequency and wavelength

doppler-effect, IGCSE & GCSE Physics revision notes

Wavefronts are even in a stationary object but are squashed in the direction of the moving wave source

  • A moving object will cause the wavelength, λ, (and frequency) of the waves to change:
    • The wavelength of the waves in front of the source decreases (λ – Δλ) and the frequency increases
    • The wavelength behind the source increases (λ + Δλ) and the frequency decreases
    • This effect is known as the Doppler effect or Doppler shift

  • Note: Δλ means 'change in wavelength'

Calculating Doppler Shift of Light

  • Doppler shift can be calculated using the equation:

Calculating Doppler Shift, downloadable IGCSE & GCSE Physics revision notes

  • Where:
    • λ = observed wavelength of the source in metres (m)
    • λ0 = reference wavelength in metres (m)
    • Δλ = change in wavelength in metres (m)
    • v = velocity of a galaxy in metres per seconds (m/s)
    • c = the speed of light in metres per second (m/s)

  • This means that the change in wavelength, Δλ:

Δλ = λ – λ0

  • This equation can be used to calculate the velocity of a galaxy if its wavelength can be measured and compared to a reference wavelength
  • Since the fractions have the same units on the numerator (top number) and denominator (bottom number), the Doppler shift has no units

Worked example

Light emitted from a star has a wavelength of 435 × 10-9 m. A distance galaxy emits the same light but has a wavelength of 485 × 10-9 m.Calculate the speed at which the galaxy is moving relative to Earth.The speed of light = 3 × 108 m/s. 

Exam Tip

This equation will be provided for you in the exam, but make sure you understand how to use it, in particular, make sure you know the difference between shifted λ and unshifted λ0 wavelength terms and get lots of practice using it!

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Ashika

Author: Ashika

Ashika graduated with a first-class Physics degree from Manchester University and, having worked as a software engineer, focused on Physics education, creating engaging content to help students across all levels. Now an experienced GCSE and A Level Physics and Maths tutor, Ashika helps to grow and improve our Physics resources.