Dielectrics, Varying Reflectivity, and Polarization

In summary: Metals do not reflect light at all. This is because the waves are reflected at a different angle then they were transmitted, which cancels out the waves.
  • #1
peter.ell
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I am very curious as to why dielectrics such as water have a varying level of reflectivity depending on what angle they are viewed at. For a lake of water, what angle yields 100% (or near 100%) reflectivity? Is this angle the same as the Brewster angle?

Also, why exactly is it that metals do not polarize light upon reflection while dielectrics do?

Thank you so much for your enlightenment (bad pun, I know).
 
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  • #2
Snell's law for the transmitted wave gives you n1sin(theta1)=n2sin(theta2), if the conditions are correct, you can have the situation where theta2>=90degrees. In this case, there is no transmitted wave, the "transmitted wave" just propagates along the surface of the water (the wave-vector of this wave becomes imaginary and so the fields do not propagate into the water, but rather, the fields decay).

This is called "total internal reflection".

Brewster's angle is kind of like the opposite. In that case, it is the REFLECTED wave which disappears (rather than the transmitted one). But Brewster's angle only affects waves of one type of polarization, whereas total internal reflection does not care about the polarization of the waves.
 
  • #3
The reflectivity of a dielectric surface strongly depends on the angle of incidence, as governed by the Fresnel equations. The Fresnel equations are derived by applying boundary conditions to the waves at the surface. You can think of a wave striking and entering a surface as creating a train of little radiating dipole antennas in the material, situated perpendicular to the direction the wave is traveling. The resultant wave is the sum of all the re-radiated waves. Antennas radiate strongest out their sides and weakest out the top (along their axis), so that lower viewing angles will see stronger reflection.

All materials become 100% reflective as our viewing angle approaches 90 degrees from the normal, i.e. at grazing angles. http://faculty.uml.edu/cbaird/95.658%282011%29/Lecture1.pdf" .

Dielectrics only polarize light near Brewster's angle.
 
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Related to Dielectrics, Varying Reflectivity, and Polarization

1. What is a dielectric material?

A dielectric material is a type of insulating material that does not conduct electricity. It is commonly used in electronic devices to prevent the flow of electric current and to store electric charge. Examples of dielectric materials include plastic, rubber, and glass.

2. How does varying reflectivity affect the behavior of light?

Varying reflectivity, also known as refraction, refers to the way light bends when it passes through materials with different optical properties. This can affect the behavior of light by changing its direction and intensity, as well as causing it to split into different colors when passing through a prism.

3. What is polarization and how does it relate to light?

Polarization is the orientation of the electric field of a light wave. It is related to light because light is an electromagnetic wave, which consists of both electric and magnetic fields. The direction of the electric field determines the polarization of the light wave.

4. How do dielectric materials affect the polarization of light?

Dielectric materials can affect the polarization of light by changing the direction of the electric field as the light passes through them. This is known as birefringence and is commonly seen in materials such as calcite and quartz. Dielectric materials can also block certain polarizations of light, which is used in polarizing filters.

5. What are some real-life applications of dielectrics, varying reflectivity, and polarization?

Dielectrics, varying reflectivity, and polarization have a wide range of applications in various fields. Some examples include LCD screens, polarized sunglasses, fiber optic cables, and optical communication systems. These principles are also important in the study of optics, materials science, and engineering.

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