- #1
TheDestroyer
- 402
- 1
Hello guys,
I'm doing a comparison between Planck's, Rayleigh's and Wien's formula, and I'm plotting the following function in mathematica
Plot[{(2 h (v 10^11)^3)/c^2 10^17/(Exp[(h (v 10^11))/(k T)] - 1), (
2 (v 10^11)^2)/c^2 k T 10^17, (2 h (v 10^11)^3)/
c^2 Exp[-((h (v 10^11))/(k T))] 10^17}, {v, 0 10^0,
5}, {PlotRange -> 2 10^0, PlotStyle -> Thick,
AxesLabel -> {Frequency (10^11 Hz),
Energy/surface\[Cross]time (10^-17 J/(m^2 s))}}]
If you plot this, you'll see that the label is written as 100000000000 Hz.
Can anyone tell me please how to write it as 10^11?
I'm tired of trying, please help.
Thanks
I'm doing a comparison between Planck's, Rayleigh's and Wien's formula, and I'm plotting the following function in mathematica
Plot[{(2 h (v 10^11)^3)/c^2 10^17/(Exp[(h (v 10^11))/(k T)] - 1), (
2 (v 10^11)^2)/c^2 k T 10^17, (2 h (v 10^11)^3)/
c^2 Exp[-((h (v 10^11))/(k T))] 10^17}, {v, 0 10^0,
5}, {PlotRange -> 2 10^0, PlotStyle -> Thick,
AxesLabel -> {Frequency (10^11 Hz),
Energy/surface\[Cross]time (10^-17 J/(m^2 s))}}]
If you plot this, you'll see that the label is written as 100000000000 Hz.
Can anyone tell me please how to write it as 10^11?
I'm tired of trying, please help.
Thanks