In prism, is angle of deviation related with the refractive index of prism?

In summary, the conversation discusses the concepts of optics, prism, and angle of deviation. It is mentioned that the angle of incidence, emergence, and deviation are respectively 30, 60, and 45 degrees. The discussion also touches on the relationship between refractive index and angle of deviation, with the conclusion that the angle of deviation increases with an increase in refractive index. Additionally, Snell's law and basic trigonometric identities are mentioned as tools for further understanding.
  • #1
lamborg
2
0
Optics, prism and angle of deviation

1. Angle of incidence, emergence and deviation are respectively 30, 60 and 45 degree.



2.
7nkj.jpg




3. I think that it is irrespective of the refractive index.
 
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  • #2
Welcome to PF!

Hi lamborg! Welcome to PF! :smile:
lamborg said:
I think that it is irrespective of the refractive index.

Why?

Explain, using Snell's law (the sin/sin law), and basic trigonometric identities :wink:
 
  • #3


tiny-tim said:
Hi lamborg! Welcome to PF! :smile:


Why?

Explain, using Snell's law (the sin/sin law), and basic trigonometric identities :wink:

Oh yeah, I just forgot about that. Need to revise. :)


Thanks
 
  • #4
Also, your image does not show any internal reflection to begin with. So I don't understand your qualification:

"... such that no internal reflection takes place ..."
 
  • #5
In case the angle of incidence is equal to the angle of prism ,the angle of deviation increases with increase in refractive index. THUS angle of deviation increases with increase in refractive index.
 

1. What is the angle of deviation in a prism?

The angle of deviation in a prism is the amount by which a ray of light is bent when passing through the prism.

2. How is the angle of deviation measured?

The angle of deviation is measured by the angle between the incident ray and the emergent ray at the point where they meet.

3. Is the angle of deviation dependent on the refractive index of the prism?

Yes, the angle of deviation is directly related to the refractive index of the prism. As the refractive index increases, the angle of deviation also increases.

4. Does the angle of deviation change with different wavelengths of light?

Yes, the angle of deviation can vary with different wavelengths of light due to the phenomenon of dispersion, where different wavelengths of light are refracted at different angles in a prism.

5. Can the angle of deviation be calculated using the refractive index of a prism?

Yes, the angle of deviation can be calculated using the refractive index of the prism and the angle of incidence of the light ray. This can be done using the formula: angle of deviation = (refractive index - 1) x angle of incidence.

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