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2. Calculate the total intensity I=J, I(2)da emitted at absolute temperature T from a blackbody using the 1 1 -. Show that I has the form of the Stefan-Boltzmann law 1) Planck radiation law I()=2rhe 25 (ehc/.kT I=oT* , and o= Compute the numerical value of o in SI units. 15ch

2. Calculate the total intensity I=J, I(2)da emitted at absolute temperature T from a blackbody using the 1 1 -. Show that I has the form of the Stefan-Boltzmann law 1) Planck radiation law I()=2rhe 25 (ehc/.kT I=oT* , and o= Compute the numerical value of o in SI units. 15ch

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2. Calculate the total intensity I=J, 1(2)d2 emitted at absolute temperature T from a blackbody using the 1 Planck radiation law I(2)=2xhc 1 Show that I has the form of the Stefan-Boltzmann law -1) I=oT* , and o=- 15c?h Compute the numerical value of ơ in SI units.
Transcribed Image Text:2. Calculate the total intensity I=J, 1(2)d2 emitted at absolute temperature T from a blackbody using the 1 Planck radiation law I(2)=2xhc 1 Show that I has the form of the Stefan-Boltzmann law -1) I=oT* , and o=- 15c?h Compute the numerical value of ơ in SI units.
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