Linearly polarized light and its field strength.

In summary, linearly polarized light is a type of light where the electric field oscillates in one direction, creating a plane of polarization. It can be created by using polarizing filters or materials that only allow specific orientations of light waves to pass through. The main difference between linearly polarized light and unpolarized light is the direction of the electric field. The field strength of linearly polarized light can be measured with a polarimeter, and it has various applications in optical devices, communication technologies, and scientific research.
  • #1
mimibajiduh
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Homework Statement



if linearly polarized light has an electric field strength E, what is its field strength after it has passed through polarizing material that has a transmission axis oriented at an angle theta relative to the direction of E?

Homework Equations


none.

The Attempt at a Solution


i can't seem to get my head around this problem. any help would be greatly appreciated.
 
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  • #2
When the transmission axis of two polarizing materials are perpendicular strength of electric field is zero. Hence electric field through second material must be Ecos(theta)
 
  • #3


Hello,

Linearly polarized light is a type of light that has its electric field oscillating in only one direction, which is perpendicular to the direction of its propagation. This means that the electric field strength of linearly polarized light will be constant in magnitude and direction.

When this light passes through a polarizing material, which is a material that selectively transmits light with a certain polarization, the electric field strength of the light will remain the same in magnitude but will now be oriented along the transmission axis of the material. The angle theta mentioned in the problem refers to the orientation of the transmission axis relative to the direction of the original electric field.

Therefore, the field strength of the light after it passes through the polarizing material will still be E, but it will now be oriented at an angle theta relative to its original direction. This can be represented by a vector diagram, where the original electric field E is drawn as a vector and the transmission axis is drawn as another vector at an angle theta to the original electric field. The resulting electric field after passing through the material will be the vector sum of these two vectors, which will have a magnitude of E and will be oriented at an angle theta to the original direction of E.

I hope this helps to clarify the concept of linearly polarized light and its field strength after passing through polarizing material. Let me know if you have any further questions.
 

1. What is linearly polarized light?

Linearly polarized light refers to a type of light in which the electric field oscillates in one direction, resulting in a plane of polarization. This means that all the electric field vectors are aligned in the same direction, creating a wave that oscillates in a single plane.

2. How is linearly polarized light created?

Linearly polarized light can be created through various methods, such as passing unpolarized light through a polarizing filter or using a polarizer, which consists of a special material that only allows light waves with specific orientations to pass through.

3. What is the difference between linearly polarized light and unpolarized light?

The main difference between linearly polarized light and unpolarized light is the direction of the electric field. In unpolarized light, the electric field oscillates in all possible directions, while in linearly polarized light, the electric field oscillates in one direction.

4. How is the field strength of linearly polarized light measured?

The field strength of linearly polarized light can be measured using a device called a polarimeter. This instrument measures the intensity of light that passes through a polarizing filter and can determine the degree of polarization, which is a measure of the alignment of the electric field vectors.

5. What are the applications of linearly polarized light?

Linearly polarized light has various applications, including in optical devices such as LCD screens, polarizing sunglasses, and 3D glasses. It is also used in spectroscopy, microscopy, and in communication technologies such as fiber optics. Polarized light is also used in scientific research to study the properties of materials and electromagnetic waves.

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