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22 September: Starlight
22 September: Starlight

... Starlight…application of spectroscopy to stars • Continuous spectrum gives surface temperature (Wien’s Law) • Spectral lines give chemical composition, temperature (also), speed of rotation (How?) and other properties • Examples of stellar spectra…what can ...
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... • Next up the stellar ladder are Red Dwarfs. • Red dwarfs are 8-40% the mass of the sun. • Unlike the sun, the Red Dwarfs do not have a Radiative Zone (a zone where matter does not move through). • In fact, the entire star is convective (like a boiling pan of water). • So, eventually, it will burn a ...
A105 Stars and Galaxies
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Our Very Own Star: The Sun - Center for Math and Science Education
Our Very Own Star: The Sun - Center for Math and Science Education

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... • Is at 318 Earth masses. Composed of hydrogen and helium. Has large cloud bands and the Great Red Spot. It has 63 satellites, the largest is ...
GRAVITY FIELD IN EXTERNAL PARTS OF THE SOLAR SYSTEM
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... transformation of lighter elements to heavier ones  All we need is hydrogen, and a little helium then gravity and the other forces of nature take care of the rest  Massive stars make massive elements  Explosions of dying stars spread synthesized material around the galaxy  This star-enriched mat ...
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... The Sun produces its energy by a process known as nuclear fusion. If that term sounds remotely familiar, it’s because nuclear fusion is the process behind the hydrogen bomb – but it’s a lot more folks friendly in this case. The Sun is 74% hydrogen and 24% helium with the balance of its make up being ...
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... sun shines energy at a rate of 4 × 1026 Joules per second. You just calculated how much energy is produced – if this energy is released at a rate of 4 × 1026 Joules per second, calculate how many seconds it would take for all that energy to be used up. Then convert the number of seconds to years – t ...
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Problem Set # 8: The Last Problem Set Due Wednesday, December
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... 1) [20 points] The dim little star Proxima Centauri, the Sun’s nearest neighbor among the stars, has a mass M = 0.12Msun , where Msun is the Sun’s mass. It has a luminosity L = 0.00014Lsun , where Lsun is the Sun’s luminosity. Like the Sun, Proxima Centauri is powered by the fusion of hydrogen into ...
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Standard solar model

The standard solar model (SSM) is a mathematical treatment of the Sun as a spherical ball of gas (in varying states of ionisation, with the hydrogen in the deep interior being a completely ionised plasma). This model, technically the spherically symmetric quasi-static model of a star, has stellar structure described by several differential equations derived from basic physical principles. The model is constrained by boundary conditions, namely the luminosity, radius, age and composition of the Sun, which are well determined. The age of the Sun cannot be measured directly; one way to estimate it is from the age of the oldest meteorites, and models of the evolution of the Solar System. The composition in the photosphere of the modern-day Sun, by mass, is 74.9% hydrogen and 23.8% helium. All heavier elements, called metals in astronomy, account for less than 2 percent of the mass. The SSM is used to test the validity of stellar evolution theory. In fact, the only way to determine the two free parameters of the stellar evolution model, the helium abundance and the mixing length parameter (used to model convection in the Sun), are to adjust the SSM to ""fit"" the observed Sun.
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