Conceptual question on polarization

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Homework Help Overview

The discussion revolves around a conceptual question related to polarization and light reflection in a hallway setting. The original poster describes a scenario involving polarized sunglasses and reflections from light fixtures on a shiny floor, prompting a question about which reflections disappear when the sunglasses are worn.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to reason that reflections at an intermediate distance are the ones that disappear due to the angle of incidence related to Brewster's angle. Some participants suggest considering Brewster's angle and its implications on light intensity and reflection.

Discussion Status

The discussion is exploring the relationship between the angle of incidence and the visibility of reflections when polarized sunglasses are used. Some guidance has been offered regarding Brewster's angle and factors affecting which reflections are seen, but no consensus has been reached on the specific answer.

Contextual Notes

Participants note that the visibility of reflections may depend on various factors such as the height of the ceiling, the height of the observer, and the distance of the light fixtures, indicating that multiple variables are at play in this scenario.

Yashbhatt
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Homework Statement


You are walking down a long hallway that has many light fixtures in the ceiling and a very shiny, newly waxed floor. In the floor, you see reflections of every light fixture. Now you put on sunglasses that are polarized. Some of the reflections of the light fixtures can not longer be seen. The reflections that disappear are those:

  1. Nearest to you
  2. Farthest from you
  3. At an intermediate distance from you
  4. Both nearest & farthest

Homework Equations


$$\mu = tan(i_b)$$

The Attempt at a Solution


I think the answer should be (3) and is indeed the case. However, I am not sure about the reason. I think it should be this way because rays from only a few sources at an intermediate distance will be incident at an angle equal to ##i_B##. Is this correct?
 
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Yashbhatt said:

Homework Statement


You are walking down a long hallway that has many light fixtures in the ceiling and a very shiny, newly waxed floor. In the floor, you see reflections of every light fixture. Now you put on sunglasses that are polarized. Some of the reflections of the light fixtures can not longer be seen. The reflections that disappear are those:

  1. Nearest to you
  2. Farthest from you
  3. At an intermediate distance from you
  4. Both nearest & farthest

Homework Equations


$$\mu = tan(i_b)$$

The Attempt at a Solution


I think the answer should be (3) and is indeed the case. However, I am not sure about the reason. I think it should be this way because rays from only a few sources at an intermediate distance will be incident at an angle equal to ##i_B##. Is this correct?
You are on the right tract. The intensity of rays incident the floor at the Brewster angle and reflected from it can be extinguished by polarizing sunglasses.
Which lamp is not seen, depends on the height of the ceiling, your height, and the distance of the lamp.

upload_2017-3-30_13-47-43.png
 
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ehild said:
You are on the right tract. The intensity of rays incident the floor at the Brewster angle and reflected from it can be extinguished by polarizing sunglasses.
Which lamp is not seen, depends on the height of the ceiling, your height, and the distance of the lamp.

View attachment 115266
Okay. Thanks [emoji1]
 

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