Describe your best simulations and your interpretations on the Blog. Also demonstrate the Stefan-Boltzmann Law by answering the following: when you double the temperature, by how much does its total energy increase?
When you double the temperature, by how much does its total energy increase? When you double the temperature the total energy increases by two times its original temperature.
>When you double the temperature, by how much does its total energy increase?
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J=OT4
ReplyDeleteJ T Does it work?
9.93*10^7 6470^4k Yes
6.82*10^7 5890^4k Yes
8.65*10^7 6250^4k Yes
9.39*10^7 6380^4k Yes
7.80*10^7 6090^4k Yes
9.93*10^7= 5.67*10^-8* 6470^4
9.93*10^7= 5.67*106-8* 1.75*10^15
9.93*10^7= 9.9255*10^7
6.82*10^7= 5.67*10^-8* 5890^4
6.82*10^7= 5.67*10^-8* 1.20*10^15
6.82*10^7= 6.804*10^7
8.65*10^7= 5.67*10^-8* 6250^4
8.65*10^7= 5.67*10^-8* 1.52*10^15
8.65*10^7= 8.6184*10^7
9.39*10^7= 5.67*10^-8* 6380^4
9.39*10^7= 5.67*10^-8* 1.65*10^15
9.39*10^7= 9.3555*10^7
7.80*10^7= 5.67*10^-8* 6090^4
7.80*10^7= 5.67*10^-8* 1.37*10^15
7.80*10^7= 7.7679*10^7
My results were pretty close
Wein's Law To Find The Constent
ReplyDelete1. 6470k* 447.9nm= 2897913
2. 5890k* 492.0nm= 2897880
3. 6250k* 463.6nm= 2897500
4. 6380k* 454.2nm= 2897796
5. 6090k* 475.8nm= 2897622
When you double the temperature, by how much does its total energy increase? When you double the temperature the total energy increases by two times its original temperature.
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