Calculating Scattered Light Intensity at Different Wavelengths

AI Thread Summary
The discussion focuses on calculating scattered light intensity at different wavelengths using the relationship I(ν)=I0ν1/2. It highlights that scattered light intensity is proportional to I = 1/λ4, and discusses the conversion between frequency and wavelength, where ν = c/λ. A specific query is raised about determining scattered light intensity at λ = 400nm based on known intensity at λ = 800nm (I800). There is some ambiguity regarding whether intensity is defined per interval of frequency or wavelength, which could affect the calculations. Clarification on these conventions is necessary for accurate results.
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Homework Statement


Light is scattered in cuvette by Reyleigh scattering, and is measured by monochromator.
Light intesity is given by I(ν)=I0ν1/2 relationship

What is scattered light intensity at λ = 400nm if at λ = 800nm is I800?

Homework Equations



Scattered light intensity is proportional to I = 1/λ4

and ν = c/λ --> I(λ) = I0(c/λ)1/2

The Attempt at a Solution


That's about it I can think of about this problem, any hints would be appreciated! ;]
 
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Your scattered light intensity is the product of the initial light intensity (which you transformed already) and the fraction that gets scattered (where you have the relation).

It is a bit unclear if intensity is meant "per interval of ν" or "per interval of λ". If the intensity formula and the answer use different conventions you would have to transform that.
 
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