KS3 course · Lesson 11 of 12

Light, sound and meteor showers

Meteors are seen instantly but heard minutes later, and some return on the same dates every year. This lesson uses waves and Earth's orbit to explain both.

In this lesson you will
  • Compare the speed of light and the speed of sound to explain delayed sonic booms.
  • Explain why meteor showers happen on the same dates each year.
  • Explain what the colour of a meteor reveals.

Links to: KS3 physics, waves: the speed of light and the speed of sound; space physics: Earth's orbit and the year; maths: rearranging formulae.

Seen now, heard later

Light travels at about 300,000 km/s, so the light from a meteor reaches you almost instantly. Sound in air travels at only about 340 m/s. A large fireball that slows down low in the atmosphere can produce a sonic boom, but if it is 50 km away the sound takes over two minutes to arrive. Eyewitnesses often describe seeing the fireball fade, and then, after a long silence, hearing a rumble like distant thunder.

Showers on the same dates

Comets shed dust along their orbits, forming streams of particles. Earth crosses each stream at the same point in its orbit every year, which means on about the same date. The Perseids, from Comet Swift–Tuttle, peak around 12 to 13 August. The Geminids peak around 13 to 14 December, and their parent is the asteroid Phaethon, an unusual rocky source.

The meteors in a shower travel in parallel paths, but perspective makes them seem to spread from one point, the radiant, just as parallel railway lines seem to meet in the distance.

Colours of meteors

When atoms are heated they give out light of particular colours. Sodium gives yellow-orange light, magnesium gives blue-green, and iron gives yellow. Heated nitrogen and oxygen in the air add red. Splitting a meteor's light into a spectrum, the same way a prism splits white light, tells scientists which elements a meteoroid contains.

Worked example

How long until the boom?

A fireball breaks up 34 km from an observer. Sound travels at 340 m/s and light at 3.0 × 10⁸ m/s. How long does each take to reach the observer?

  1. Convert the distance: 34 km = 34,000 m.
  2. Sound: time = distance ÷ speed = 34,000 ÷ 340 = 100 s.
  3. Light: time = 34,000 ÷ (3.0 × 10⁸) ≈ 0.00011 s, which is effectively instant.

Answer: The sound arrives about 100 seconds, over a minute and a half, after the flash. Timing the delay lets you estimate distance, just as with thunder and lightning.

Activity

Plan an observation of the next major meteor shower using the events calendar on this site. Record the date, the radiant's constellation, the best time of night and the Moon's phase. On the night, with an adult, count meteors in four 15-minute blocks, note any colours, and calculate your hourly rate.

Quiz

5 questions. Choose an answer to see whether you are right and why. Finish the quiz to complete the lesson.

  1. Question 1Why is a fireball's sonic boom heard long after it is seen?

  2. Question 2A boom is heard 60 s after a fireball. Taking sound speed as 340 m/s, how far away was it?

  3. Question 3Why do meteor showers happen on the same dates each year?

  4. Question 4What is the radiant?

  5. Question 5A meteor glows yellow-orange. Which element is probably giving the colour?

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