Copyright © Michael Richmond.
This work is licensed under a Creative Commons License.
Polarization
- The direction of the electric field component of an E-M wave
defines its plane of polarization
- Most sources of light produce waves with electric fields
at all orientations perpendicular to the direction
of travel: this mix of waves is unpolarized
- A few sources of light produce waves with their
electric fields preferentially oriented in one
particular direction: we call this polarized light
- Unpolarized light can be polarized by passing it through
a special filter which absorbs waves which have their
electric fields perpendicular to its axis of transmission
- Two polarization filters can block all light from passing through
them if they are oriented with axes perpendicular to each other
- Light can also be polarized if it scatters or reflects off
molecules or a surface
- Malus' Law describes the intensity of polarized light which passes
through a second polarizing filter, oriented at some angle
to the light's plane of polarization
- Liquid crystal displays (LCDs) are one very common and important
application of polarization.
Here's one example of the difference a polarizing filter can make:
Image courtesy of
blueshark
Take a look at a pair of images, one taken through a polarizing
filter, the other without any filter.
Images courtesy of
the Robotic Antarctic Meteorite Search project
Example:
You and your friend Joe are wearing polarizing
sunglasses. As you look out on a sunny day,
the sunlight is so bright, it nearly blinds you.
"Argh," you cry, "if only I could cut this light
down to 10% of its current level -- THEN my eyes
would be comfortable."
"No problem," says Joe. "Here -- take my sunglasses
and hold them in front of yours. If we just rotate
my pair by the right angle, the light reaching your
eyes will drop to 10% of its current level."
Q: By what angle should Joe rotate
his sunglasses as he holds them
in front of your eyes?
(and is this really going to work
very well in practice?)
For more information
Copyright © Michael Richmond.
This work is licensed under a Creative Commons License.