Planck's radiation law can be written ux = 8лhc 1 25 eßhc/2-1 Show that the wavelength corresponding to the maximum energy density of the radiation fulfills the condition λmax T = . constant What is this constant? (This result is known as Wien's transition law.) Tip: you can solve the constant approximation by e.g. iterating an equation of the form Xn = 5 (1-e-Xn-1 with a suitable initial value x1.
Planck's radiation law can be written ux = 8лhc 1 25 eßhc/2-1 Show that the wavelength corresponding to the maximum energy density of the radiation fulfills the condition λmax T = . constant What is this constant? (This result is known as Wien's transition law.) Tip: you can solve the constant approximation by e.g. iterating an equation of the form Xn = 5 (1-e-Xn-1 with a suitable initial value x1.
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![Planck's radiation law can be written
ux
=
8лhc 1
25 eßhc/2-1
Show that the wavelength corresponding to the maximum energy density of the
radiation fulfills the condition
λmax T
=
.
constant
What is this constant? (This result is known as Wien's transition law.) Tip: you can
solve the constant approximation by e.g. iterating an equation of the form
Xn = 5 (1-e¯Xn-1)
with a suitable initial value x1.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F702b72a5-f07f-4c22-a3f5-6956511ed203%2F8a5c51d9-7007-44f3-b330-984b6e17160d%2F6h09hp_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Planck's radiation law can be written
ux
=
8лhc 1
25 eßhc/2-1
Show that the wavelength corresponding to the maximum energy density of the
radiation fulfills the condition
λmax T
=
.
constant
What is this constant? (This result is known as Wien's transition law.) Tip: you can
solve the constant approximation by e.g. iterating an equation of the form
Xn = 5 (1-e¯Xn-1)
with a suitable initial value x1.
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