3.14 Wien's law The maximum in the intensity distribution of black body radiation depends on the temperature. Substitute x = k/(hc) in Planck's law in Equation 3.9 and plot I, versus x and find max which corresponds to the peak of the distribution, and hence derive Wien's law. Find the peak intensity wavelength max for a 40 W light bulb given that its filament operates at roughly 2400 °C.
3.14 Wien's law The maximum in the intensity distribution of black body radiation depends on the temperature. Substitute x = k/(hc) in Planck's law in Equation 3.9 and plot I, versus x and find max which corresponds to the peak of the distribution, and hence derive Wien's law. Find the peak intensity wavelength max for a 40 W light bulb given that its filament operates at roughly 2400 °C.
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![3.14 Wien's law The maximum in the intensity distribution of black body radiation depends on the temperature. Substitute x = k/(hc) in Planck's law in Equation 3.9 and plot I, versus x and find max which corresponds to the
peak of the distribution, and hence derive Wien's law. Find the peak intensity wavelength max for a 40 W light bulb given that its filament operates at roughly 2400 °C.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F90ba672c-1008-4303-ac7a-8428c18b6141%2F7dd77f75-18a2-4e7e-bead-b5ce2f2ac5ee%2Fix4wl9c_processed.png&w=3840&q=75)
Transcribed Image Text:3.14 Wien's law The maximum in the intensity distribution of black body radiation depends on the temperature. Substitute x = k/(hc) in Planck's law in Equation 3.9 and plot I, versus x and find max which corresponds to the
peak of the distribution, and hence derive Wien's law. Find the peak intensity wavelength max for a 40 W light bulb given that its filament operates at roughly 2400 °C.
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