rasen58 Posted December 20, 2014 Posted December 20, 2014 If the temperature of a star increases from 10,000K to 30,000K, by what factor will the rate of energy radiated per second increase? What formula am I supposed to use to determine this?
studiot Posted December 20, 2014 Posted December 20, 2014 It's called Stephan's Law. http://en.wikipedia.org/wiki/Stefan%E2%80%93Boltzmann_law or since Wiki makes a meal of it http://hyperphysics.phy-astr.gsu.edu/hbase/thermo/stefan.html
rasen58 Posted December 20, 2014 Author Posted December 20, 2014 (edited) I saw that before, but I don't understand how that works for this problem. The answer is 8, but if you first use the equation by setting T = 10,000 and then setting T = (30,000-10,000), wouldn't you get a factor increase of 16, and not 8? Edit: Oh never mind, I read the answer wrong. It's 81, so I guess you'd have to use T=30,000 and 3^4 = 81, which makes sense. Edited December 20, 2014 by rasen58
studiot Posted December 20, 2014 Posted December 20, 2014 (edited) Are you sure someone didn't say the factor was 80, not 8? I make it 81 using a simple straightforward ratio. setting T = 10,000 and then setting T = (30,000-10,000), Please note that T means either temperature or temperature difference, but not both. Edit I see you read the question properly whilst I was working it out and posted more in your post#3. Edited December 20, 2014 by studiot
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