Special Relativity: Lenght contraction and a photon.

Ianchez
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Reading an old thread (wich is now closed or i would post the question there) there was a discussion about the size of a photon, and if it was an adequate question at all.

The discussion on the other thread couldn't agree on a response. Yet there was some postulates that could work with this idea I am bringing to you now:

In special relativity, one of the effects for a stationary viewer is length contraction, higher the speed, higher the contraction in the direction of the movement.
So, can we assume since a photon travels at maximun velocity, it has maximun contraction?
Maybe that could explain why we can't messure a size in a photon, and its duality? yet we can in an electron?

What would this means? a photon's size would be relative to origin and destination?

Am I talking nonsense? why?
 
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An electron is a charged particle. While the electron itself is considered a point, its field extends over a distance. A photon is also a point particle, but has no charge.
 
These types of questions are all misunderstandings of what relativity says. Relativity is about transformations between inertial frames. You can't attach an inertial frame to a photon since it moves at the speed of light so such musings are meaningless.

Thanks
Bill
 
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Remember length contraction and time dilation do not apply to photons or any particle with a light-like spacetime interval because there does not exist a rest frame for the particle by which to relatively measure time. Boosts to light-like vectors do not rotate them in spacetime.

Photons and electrons do not have sizes as the above poster said, they are point particles.
 
You can repeat it as often as you like, but photons are not point particles in any classical sense. They don't even have a well-defined position! I guess, it's really time that I write an Insight article on it!
 
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