Diffraction Problem: Solve for O

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    Diffraction
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Homework Help Overview

The discussion revolves around a diffraction problem related to light passing through the pupil of the eye, focusing on the effects of wavelength on perception and the calculations involved in determining angles of resolution.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants express uncertainty about how to begin the problem and question the clarity of the question itself. Some explore the relationship between wavelength and diffraction effects, while others attempt to derive formulas relevant to the problem. There are discussions about specific calculations and the interpretation of results.

Discussion Status

The conversation includes attempts to clarify concepts related to diffraction and resolution. Some participants provide guidance on relevant textbook sections and formulas, while others share their calculations and seek feedback on their reasoning. Multiple interpretations of the problem are being explored, but no consensus has been reached.

Contextual Notes

Participants note potential confusion regarding the problem statement and the need for specific numerical values in calculations. There is mention of homework constraints and the importance of understanding diffraction effects in relation to different wavelengths.

jcpwn2004
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Homework Statement



http://img73.imageshack.us/img73/2750/physicsnm5.jpg

Homework Equations



asinO=m(wavelength)

The Attempt at a Solution



I don't really know where to start...
 
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I'm pretty sure this question doesn't make any sense.
 
Hi jcpwn2004,

For part a, they are saying that diffraction effects occurring as the light passes through the pupil can cause the eye to not be able to perceive the individual dots. Would these diffraction effects be greater for larger or smaller wavelengths? Once you know that you can determine the color.

For part b there are some formulas that I think should be derived in your textbook, and those sections would probably be good to read to understand how to use the formulas. Try to find a section titled something like "limiting angle of resolution" or "resolution of apertures", and you will probably find formulas for rectangular and circular apertures. What do you get?
 
the diffraction effects would be less for larger wavelengths, therefore larger wavelengths would blend the fastest? So red would be the first color to blend?

for the 2nd part i have sin0=1.22(wavelength)/D and used 480nm for violet light and got .06 which isn't right :(.
 
It's difficult to tell what you did since you did not show the numbers you plugged in. What numbers did you use, and how did you get the answer of 0.06?
 
alphysicist said:
It's difficult to tell what you did since you did not show the numbers you plugged in. What numbers did you use, and how did you get the answer of 0.06?

I did a=L(wavelength)/Y so .005=L(400nm)/.002 and got L=25m which is off, the final answer should be 20.5

Is my answer for part a correct though?
 
Last edited:

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