What happens if the angle < Brewster's angle?

In summary, Brewster's angle is the angle at which polarized light is completely reflected when it strikes the surface of a medium, such as glass or water. It varies depending on the material and can be used to determine the refractive index of a material using the Brewster's Law equation: n = tan(angle). If the angle is less than Brewster's angle, the light will be partially reflected and partially refracted, while if it is greater, the light will be mostly refracted and very little will be reflected. This phenomenon is known as partial and total polarization, respectively.
  • #1
garylau
70
3
Sorry
i have question for TM polarization.
i don't understand why if the angle < brewster's angle,then the reflected light will experience an pi phase shift?
can anybody explain why?
 

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  • #2
Take a look at these equations, especially ##r_p## which is the (complex) reflection coefficient for TM polarization. In particular, you will be interested in the so-called internal reflection, that is when ##n_2 < n_1##.
 

1. What is Brewster's angle?

Brewster's angle is the angle at which polarized light is completely reflected when it strikes the surface of a medium, such as glass or water. It is named after Scottish physicist Sir David Brewster.

2. What happens if the angle is less than Brewster's angle?

If the angle is less than Brewster's angle, the light will be partially reflected and partially refracted. The amount of reflection and refraction will depend on the angle and the properties of the medium. This phenomenon is known as partial polarization.

3. What happens if the angle is greater than Brewster's angle?

If the angle is greater than Brewster's angle, the light will be mostly refracted and very little will be reflected. The exact amount of reflection and refraction will depend on the angle and the properties of the medium. This phenomenon is known as total polarization.

4. Is Brewster's angle the same for all materials?

No, Brewster's angle varies depending on the material. It is determined by the refractive index of the material, which is a measure of how much the speed of light is reduced when passing through the material.

5. Can Brewster's angle be used to determine the refractive index of a material?

Yes, Brewster's angle can be used to determine the refractive index of a material. By measuring the angle at which polarized light is completely reflected, the refractive index of the material can be calculated using the Brewster's Law equation: n = tan(angle).

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