Skip to main content
Examonaut

A level Physics · Edexcel 9PH0 · Topic 10C

Distances in space

Key points

  • Trigonometric parallax: a nearby star appears to shift against distant stars as Earth orbits the Sun. Measure the parallax angle θ\theta six months apart; d=rtan⁡θd = \frac{r}{\tan\theta}, where rr is the Earth–Sun distance.
  • Parallax only works for relatively near stars because the angles become too small to measure.
  • Units: the light-year (distance light travels in a year) and the parsec (distance giving a parallax angle of one arcsecond); 1 pc ≈ 3.26 ly ≈ 3.1×10163.1 \times 10^{16} m.
  • A standard candle is an object of known luminosity, such as a Cepheid variable or type Ia supernova.
  • Measure the intensity received, then use I=L4πd2I = \frac{L}{4\pi d^2} to calculate the distance.
  • Uncertainties grow with distance, so astronomers build a distance ladder of overlapping methods.

Topic notesPremium

Measuring distances is one of the hardest problems in astronomy. Nearby stars can be ranged with geometry; further objects need a known luminosity and a measured intensity.

Unlock the full notes with Premium

Premium includes full topic notes, the paper generator, self-quizzes and progress tracking.

Practise this topicPremium

Premium members can generate an exam-style paper with a mark scheme, or take a quick quiz, on Distances in space.

Back to all Physics topics