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The H-R Diagram Physical Astronomy Professor Lee Carkner Lecture 8
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Questions 1)Temperature by spectrum shape 2, 5, 3, 1, 4 Where spectrum peaks, from short to long wavelength 2)Rank the stars in order of the strength of hydrogen lines (strongest to weakest) 5, 3, 1, 4, 2 5 and 3 are strong, 1,4,2 hard to see 3)Rank the stars in order of temperature (hottest to coolest)using the color of the images 2 and 5, 3, 1 and 4 2 and 5 are blue, 3 is white,1 and 4 are reddish
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Questions 4)Rank the stars in order of temperature (hottest to coolest) by combining all the information together 2, 5, 3, 1, 4 2 and 5 are hottest, but 2 has no H lines 5)Estimate a spectral type for each star 1 – G 2 – O 3 – F 4 – K 5 – A
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Star 2 Shape: 1 peak < 4000 H lines: 5 Color: 1 blue Overall temp: 1 Spectral type: O Hot, weak H
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Star 5 Shape: 2 peak ~4000 H lines: 1 Color: 1 blue Overall temp: 2 Spectral type: A Hot, strong H
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Star 3 Shape: 3 peak ~5000 H lines: 2 Color: 3 white Overall temp: 3 Spectral type: F Medium hot, medium H
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Star 1 Shape: 4 peak ~6500 H lines: 3 Color: 5 reddish? Overall temp: 4 Spectral type: G cool, strong Ca?
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Star 4 Shape: 5 peak ~8000 H lines: 4 Color: 5 red-orange Overall temp: 5 Spectral type: K coolest, strong Ca
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Spectral Type Start by ordering by strength of hydrogen lines (A, B, C …) From high temperature (early-type) to low temperature (late-type): O B A F G K M L T e.g., B9, A0, A1, A2 … A9, F0, F1
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The H-R Diagram We can measure m and d to get M We can find spectral type How are they related? Luminosity increases for increasing temperature Main sequence
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Luminosity Class These stars are more or less luminous than main sequence stars of the same temperature Main sequence stars are dwarfs Giant stars also tend to have narrower lines Represent stars in different stages of their lives
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Luminosity Classes 0 – hypergiant I – II – bright giant III – IV – subgiant V – Red dwarf Brown dwarf IV – D (VII) – white dwarf Red dwarf Brown dwarf
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Mass/Luminosity We can use binary stars to find mass for each spectral type There is a mass-luminosity relationship for main sequence stars: L = M (in solar units) = 1.8 for = 4.0 for 0.3 = 2.8 for 3 Note the different exponents Different mass stars must have different interiors
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Density Main sequence stars have similar density Giants have low density White dwarfs have high density Similar masses to MS stars, but much smaller radius
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Spectroscopic Parallax If we take a star’s spectrum we can find temperature and luminosity class d = 10 (m-M+5)/5 Not very accurate, but easy to do
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Next Time Read: 10.1-10.2 Homework: 10.3, 10.4, 10.22
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