Distance from sun to star

  1. Is it possible to calculate the distance from the sun to a star like this? (what I mean is can the angles from the diagram actually be calculated?)

    From the diagram:
    γ = ∏ - α - ∂
    = ∏ - (α + ∂)
    D / sin(γ) = d / sin(∂)
    sin(γ) = sin(∏ - (α + ∂))
    = sin(α + ∂)
    D / sin(α + ∂) = d / sin(∂)

    D = (sin(α + ∂) / sin(∂)) * d
     

    Attached Files:

  2. jcsd
    Earth sciences news on Phys.org
  3. Look up parallax measurement. This is essentially what we do to measure the distance to the nearest stars. The difference is that, since we can't make measurements from the sun (to measure the angle you've marked alpha), we measure the direction of the star from two different sides of the Earth's orbit, for example, measuring in June and then again in December. The small difference in these two angles, when combined with the diameter of the Earth's orbit, allows us to measure the distance to the star.
     
  4. Thanks. :)
     
Know someone interested in this topic? Share a link to this question via email, Google+, Twitter, or Facebook

0
Draft saved Draft deleted