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Classification by luminosity Simplified Revision Notes

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9.2.1 Classification by luminosity

Luminosity

  • Luminosity is the rate of light energy released or the power output of a star.
  • It reflects the total energy emitted per second, measured in watts (WW).

Intensity

  • Intensity is the power received from a star per unit area on Earth, often referred to as the star's effective brightness.
  • The unit of intensity is WW m2m⁻².
  • Intensity obeys the inverse square law, which states that the intensity of a star's light decreases with the square of the distance from the star. Therefore, if a star is twice as far away, its intensity will be one-fourth as much.
  • This property is important in astronomy because it allows us to estimate distances to stars based on their observed brightness.

Apparent Magnitude

  • The apparent magnitude (m) of an object is a measure of how bright the object appears from Earth.
  • Apparent magnitude depends on both a star's intrinsic brightness (luminosity) and its distance from Earth.
  • The Hipparcos scale is used to classify stars by their apparent magnitude:
    • Bright stars have lower apparent magnitudes. For instance, the brightest stars are given an apparent magnitude of 11.
    • Faint stars, just visible to the naked eye, have higher apparent magnitudes around 66.
infoNote

Key Points of the Apparent Magnitude Scale

  1. Inverse Relation: A lower apparent magnitude indicates a brighter star.
  2. Logarithmic Nature: The scale is logarithmic; each step of 1 unit in apparent magnitude corresponds to a brightness change by a factor of approximately 2.51.
  • For example, a star with an apparent magnitude of 5 is 2.51 times brighter than a star with an apparent magnitude of 6.
  1. Exponential Brightness Differences: A difference of 5 magnitudes corresponds to a 100-fold difference in intensity. This means a star of magnitude 1 is 100 times brighter than a star of magnitude 6.
infoNote

Worked Example on Apparent Magnitude

If Star A has an apparent magnitude of 22 and Star BB has an apparent magnitude of 77, how many times brighter is Star A compared to Star BB?

  1. The magnitude difference is 72=57 - 2 = 5.
  2. Since a difference of 5 magnitudes corresponds to a 100100-fold brightness difference, Star A is 100 times brighter than Star BB.
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