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Deviation by a thin prism |
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| Mar13-12, 08:52 PM | #1 |
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Deviation by a thin prism
1. The problem statement, all variables and given/known data
This really is not a Homework question, but I guess it fits in here. So, according to snell's law the ratio of sine of angle of incidence to the sine of angle of refraction is a constant called refractive index. But, in our textbook while deriving an expression for "Deviation by a thin prism", Snell's law seems to be used incorrectly. They have written "n = sin (refracted)/sin (incident)", which I do not understand, until now. Probably I'm wrong because I'm just a learner. Do you guys have any idea? 2. Relevant equations A scan of the derivation, from our textbook: ![]() 3. The attempt at a solution I googled, but did not find anything interesting. |
| Mar14-12, 05:37 AM | #2 |
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Recognitions:
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General expression for Snell's law is
n1*sini1 = n2*sini2 where 1 suffices indicates the incident medium and suffices 2 indicates refracted medium. Now apply the law to the face AC of the thin prism ABC. |
| Mar14-12, 08:20 AM | #3 |
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The root of the problem arose from our text book. They had, at first defined refractive index as "sin i/sin r" but did not mention that it only holds good in the case where a light ray falls from air(n = 1) into another medium. That's where I fell :) Thanks for your reply. |
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| deviation, prism, refraction, snell's law |
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