Polarization of Waves

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The Main Idea

Circular Polarization

There are three main types of wave polarization. A wave is polarized when two electromagnetic waves are traveling co-linearly and the electric field components are perpendicular to each other.


Linear Polarization

Linear Polarization

Most natural light is linearly polarized. The polarization shape is described by the electric field vector. In the case of a basic electromagnetic wave, as shown to the right, the electric field vector points up and down vertically as the wave travels.


Circular Polarization

Circular Polarization

Light which is polarized circularly consists of two perpendicular electromagnetic waves. In this case, show to the right, there are two electric fields which are perpendicular to each other (the illustration does not show the magnetic fields). These electric fields have equal amplitude but have a phase shift of 90 degrees. This creates an electric field vector which moves in a circle as the wave travels.


Elliptical Polarization

Elliptical Polarization

Elliptical polarization is very similar to circular polarization. In this case, shown to the right, the electric fields are still perpendicular and of the same amplitude. The difference is that the electric fields do not have equal amplitudes. Therefore the electric field vector creates an elliptical shape as the wave progresses - due to the changing magnitude and direction.

Mathematical Models

Linear Model

The linear model only consists of a single electric field wave.


Circular Model

The circular model consists of two electric field waves that are perpendicular, 90 degrees out of phase, and equal amplitude.


Elliptical Model

The elliptical model consists of two electric field waves that are perpendicular, 90 degrees out of phase, with different amplitude.

Examples

Be sure to show all steps in your solution and include diagrams whenever possible

Simple

Middling

Difficult

Application

Electromagnetic polarization is a fundamental concept of light. Anything we see with our eyes is affected by the polarization of light. Most people are familiar with polarized sunglasses which reduce glare from reflected light, but there are many other applications. Three dimensional movie projections use polarized filters on two projectors and polarized glasses to show a single perspective to each eye. Polarized filters are also used to analyse stress in plastics. Shining light through filters and the plastic displays color bands describing the plastic's structure. The technology is also used in geology. Geologists use microscopes with polarized lenses which allow them to identify different types of materials. Polarization is used in analyzing cosmic radiation as well. Scientists use this information to study the early universe.

History

The theory of electromagnetic waves was created in the 19th century as a result of knowledge of Electric and Magnetic fields. Scientists such as Faraday knew that magnetic fields created electric current and that electric currents produced magnetic fields. The idea behind EM waves was that electric fields and magnetic fields could alternate and propagate through space. The problem was that space had no medium for the wave to travel through. This problem was solved by James Clarke Maxwell when he proposed that electric current could travel through space if it did so at high speed. At this point Maxwell realized that this wave was light. Later, Heinrich Hertz learned that electric current in a wire could produce these EM waves. Since then, scientists have developed ways to produce and receive EM waves. This unlocked our understanding of the electromagnetic spectrum.

See also

Further reading

Electric Field

Magnetic Field

Electromagnetic Spectrum

Transverse and Longitudinal Waves

External links

Animation

Linear Polarization

Circular Polarization

Elliptical Polarization

References

http://www.slideshare.net/pabitadhungel321/polarization-and-its-application

https://en.wikipedia.org/wiki/Linear_polarization

http://farside.ph.utexas.edu/teaching/315/Waves/node50.html

http://hyperphysics.phy-astr.gsu.edu/hbase/phyopt/polclas.html