- #1
Narcol2000
- 25
- 0
How does Wien's scaling law
[tex]
\frac{u(\lambda)}{T^5} = \frac{f(\lambda T)}{\lambda^5T^5}
[/tex]
imply that if [tex]\frac{u(\lambda)}{T^5}[/tex] is plotted as a function of [tex]\lambda T[/tex], all experimental data will lie on a single curve?
[tex]
\frac{u(\lambda)}{T^5} = \frac{f(\lambda T)}{\lambda^5T^5}
[/tex]
imply that if [tex]\frac{u(\lambda)}{T^5}[/tex] is plotted as a function of [tex]\lambda T[/tex], all experimental data will lie on a single curve?