FKM Kompass
L2

Polarization of light

Light is a transverse wave whose electric field can oscillate in any direction perpendicular to its motion; polarizing it restricts that oscillation to a single direction.

Practise this concept

Light is a transverse wave, meaning its electric field oscillates perpendicular to the direction it's travelling — but perpendicular still leaves a full circle of possible directions to oscillate in, and ordinary light is a jumbled mix of all of them at once. Polarizing it means restricting that oscillation to just one direction.

Any transverse wave can be polarized in principle, not just light — the idea applies equally to a shaken rope, restricted to wiggling only up-and-down by a narrow slot. Longitudinal waves like sound can't be polarized at all, because there's only one direction available to them to begin with, along their direction of travel.

A polarizing filter works by absorbing light oscillating in every direction except the one aligned with its transmission axis, not by picking out a single colour — that's why stacking two polarizing filters at right angles to each other blocks light almost completely, regardless of the light's colour, while lining them up lets it through.

Key ideas

Requires: Wave properties: amplitude, wavelength and frequency

Unlocks: Birefringence and wave plates, Fresnel equations and Brewster's angle

Formulas

I=I0cos⁡2θI = I_0 \cos^2\theta
SymbolNameUnit
IIintensityW/m^2 (watt per square metre)
I0I0intensityW/m^2 (watt per square metre)
thetathetaangledeg (degree)

Common misconceptions

  • Only light can be polarized; other transverse waves cannot.
  • Polarized light has a lower energy than unpolarized light of the same intensity.
  • Polarizing filters work by absorbing all the light except one exact color.

Resources

Part of these UT courses

This concept is mapped as covering part of the following course(s) in the University of Tartu curriculum.