Non-Polarized EM Wave: Example & Explanation

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A non-polarized electromagnetic (EM) wave, such as light from an incandescent bulb, has electric fields that do not align in a single direction, resulting in random polarization. The discussion highlights that while a single EM wave can be polarized, when considering a large number of atoms, the collective light becomes randomly polarized, akin to unpolarized light. Scattering processes, like passing polarized light through a rotating ground glass, can also create randomly polarized light. The term "randomly polarized" is preferred over "unpolarized" since the electric field has a definite direction at any moment, but it fluctuates over time. Understanding these concepts clarifies the nature of light sources and their polarization characteristics.
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Can someone give me an example of a non polarized EM wave? I've heard that a light bulb would produces EM waves not polarized because the E fields of each waves aren't in the same direction. This I can understand. But in the case of a single EM wave, how do one gets a non polarized wave? I don't see how it's possible. What would that mean? That the E field's direction changes randomly when the time increases? How can we produce such a wave? But if the E field isn't continuous, it wouldn't satisfy Maxwell's equations?

I'm confused.
 
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I prefer the term 'randomly polarizaed' rather than 'unpolarized', becasue at any given instant, the electric field has a definite direction. That direction may be orderly (fully polarized light) or randomly fluctuate (randomly polarized).

Light from an incandescent light bulb, sunlight, fluorescent light... all those are randomly polarized sources.

Scattering processes will 'depolarize' light as well- passing highly polarized light though a rotating ground glass sheet will produce randomly polarized light.
 
Light from a single atom is polarized. Light from 10^23 atoms is randomly polarized, which is the same as unpolarized.
 
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