A Star's Life PREFLIGHT

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The following questions refer to the material you were to read in preparation for the lesson.

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DUE FRIDAY


Stellar Evolution

The following animated gif shows the evolution of a star in the infamous Hertsprung-Russell diagram.

Movie



(If you have a PC running Windows, you can download the program as a ZIP file and run the executable:
sclock20.zip)
How much time is spent on the main sequence compared to the whole life of the star?
How much time is spent in the red-giant branch compared to the whole life of the star? Why does the star become less luminous (lower on the H-R diagram) during its helium burning stage and then more luminous when it runs out of helium?




honors extra

If your computer can handle it, here is the version of the quiz that has the java applet extra credit:
Caution! Some users report that it locks up their computer.

Quiz with Java Applet
                                      
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DESCRIPTION:

The determining factor in the life of a star is its mass. The more massive a star, the greater its energy output and the faster it evolves (changes).

The temperature-luminosity relation for stars, known as the the Hertzsprung-Russell diagram, shows stars on the main-sequence that generate energy by converting (via fusion) hydrogen into helium. As stars use up their hydrogen fuel, they evolve off the main-sequence into the giant or supergiant phase. During these stages stars may "burn" helium or other even heavier elements as the core of the star reaches higher and higher temperatures and densities. How far this process proceeds depends on the initial mass of the star. The lowest mass stars will never go beyond hydrogen burning while the highest mass stars can produce elements all the way up to iron in their cores.

The above simulation shows the evolution of a star in the H-R diagram. To see a star evolve, simply click on the star or choose a mass with the slide bar and press go. The total evolution ofthe star will take place over a period of 10 seconds, with the star spending the correct relative amount of time at each step. You can also proceed through the evolution one step at a timeusing the step button.

We have the following definitions:

MassMass of the star in stellar masses.
TimeThe age of the star in millions of years.
INSTRUCTIONS:

We are trying to figure out how sensitive the stellar evolution is to the initial mass of the star. What is the heaviest star that stays on the Main Sequence at least 4 billion years? What would have happened to the Earth if the solar system were formed 4 billion years ago with a star that was 2.0 solar masses? What would have happened if the Sun were only 0.68 solar masses? (Extra Extra!) Using the Mass-Luminosity plot from chapter 19, to convert mass to energy flux, can you estimate what range of solar masses would make the earth 10% hotter and 10% colder (effectively too hot for liquid water, or cold enough to freeze)?





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