How far from the lightbulb can you stand to see it? photon problem

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    Lightbulb Photon
AI Thread Summary
To determine how far from a lightbulb one can stand and still see it, the problem involves calculating the number of photons per square meter at a distance R. The photons emitted from the bulb spread over the surface area of a sphere, which allows for the formulation of an expression for photon density. By equating this density to the specified number of photons per square meter that the human eye can detect, the distance R can be solved. The key equation involved is E=hf, relating energy to frequency, which may assist in understanding photon behavior. This approach provides a method to solve the problem effectively.
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Homework Statement



http://www.screencast.com/users/trinhn812/folders/Jing/media/23298f1b-2ef4-4cdf-8b7a-58c9be07335a

Homework Equations


E=hf


The Attempt at a Solution


I'm not even sure how to get the distance for this problem.
 
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Looks like an interesting problem, okgo.
And you have a good start.
Those photons are spread over the surface area of a sphere at distance R from the light bulb. You should be able to write an expression for the number of photons per square meter at radius R. Equate that to the specified 20 per (area of pupil).
Then you can solve for R.
 
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