Astronomers detect radiation from stars across a wide range of the electromagnetic spectrum, not just visible light. Explain why different types of electromagnetic radiation from stars must be detected using telescopes in space rather than from the ground, and describe what the continuous spectrum of radiation from a star can tell astronomers about the star's properties.
Written & reviewed by James Millett — Biology (Imperial College London), PGCE Science (University of Cambridge).
Stars emit radiation across the full electromagnetic spectrum. On Earth, some of this radiation never reaches ground-based telescopes.
Model answer (5 marks)
Space‑based telescopes are required because the Earth's atmosphere absorbs many wavelengths of stellar radiation – for example, gamma rays, X‑rays, most ultraviolet and a substantial part of the infrared. As a result, ground‑based instruments cannot detect these photons and would miss the corresponding parts of the spectrum.
Because a space telescope is above the atmosphere, it can observe the full range of wavelengths that reach the star, including those that would otherwise be absorbed. This allows astronomers to collect the complete spectrum of a star.
The continuous spectrum of a star is a black‑body curve. The wavelength at which the spectrum peaks (the peak wavelength) is directly related to the star's surface temperature via Wien's law: a higher temperature shifts the peak to shorter wavelengths, i.e. towards the blue end of the spectrum.
The overall intensity of the continuous spectrum, when combined with the distance to the star, gives the star's luminosity – the total power output. Thus, by measuring the shape and brightness of the spectrum, astronomers can determine both the temperature and luminosity of the star.
Because a space telescope is above the atmosphere, it can observe the full range of wavelengths that reach the star, including those that would otherwise be absorbed. This allows astronomers to collect the complete spectrum of a star.
The continuous spectrum of a star is a black‑body curve. The wavelength at which the spectrum peaks (the peak wavelength) is directly related to the star's surface temperature via Wien's law: a higher temperature shifts the peak to shorter wavelengths, i.e. towards the blue end of the spectrum.
The overall intensity of the continuous spectrum, when combined with the distance to the star, gives the star's luminosity – the total power output. Thus, by measuring the shape and brightness of the spectrum, astronomers can determine both the temperature and luminosity of the star.
Examiner tips
- Use the phrase "atmosphere absorbs" to earn the first point. Mention specific wavelengths (UV, X‑ray, IR) for the second. Explain Wien’s law for the third. Describe the shift to shorter wavelengths for hotter stars for the fourth. Relate total intensity to luminosity for the fifth.
Common mistakes
- Assuming all radiation can be seen from the ground. Forgetting to link peak wavelength to temperature. Confusing luminosity with apparent brightness without mentioning distance.
Mark scheme (5 marks)
- The Earth's atmosphere absorbs certain types of electromagnetic radiation (e.g. gamma rays, X-rays, most ultraviolet, some infrared)
- Space-based telescopes are above the atmosphere so can detect these absorbed types of radiation
- The peak wavelength / colour of the continuous spectrum indicates the surface temperature of the star
- A hotter star emits peak radiation at a shorter wavelength (peak shifts towards shorter wavelengths / blue end as temperature increases)
- The overall intensity / brightness of the continuous spectrum gives information about the luminosity or total power output of the star
Key terms in this question
continuous spectrum · electromagnetic spectrum
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