Is Light Massless? Understanding the Nature of Photons

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Light is considered massless, as photons do not possess inertial mass despite having momentum and energy. The relationship between energy and mass is encapsulated in Einstein's equation E=mc², but this does not imply that energy itself has mass. Photons travel at the speed of light in a vacuum, but their effective speed can decrease when passing through materials like lenses or prisms due to interactions with electrons. The discussion raises the possibility that photons may always travel at light speed, with the apparent slowdown resulting from absorption and re-emission processes. Overall, the nature of photons remains complex, intertwining concepts of mass, energy, and momentum.
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Does light is massless ?
 
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Light has momentum, not mass.
 
Maybe, you know the relationship between relativistic and inertial mass, that is:

M_{rel} = \gamma M_{inertial}, where \gamma is:

\gamma = \frac{1}{\sqrt{1 - \frac{v^2}{c^2} }}

You should see here that as v \rightarrow c, \gamma \rightarrow \infty

So, to avoid the concept of infinite mass, we must cheat here. We say that any kind of particle which speed is c, can not have inertial mass.
 
yeah, but a photon has energy. And energy is mass (E=mc2). So a photon traveling at c, has mass.
And how can a photon have a momentum without mass??
 
A photon has energy E=pc.
Generally, E 2 =(mc2)2+(pc)2.

You may recall from QM that p=h/\lambda.
 
E = m c^2 is used to explain the maximum potential engery of a chunk of mass. For example if the mass where annihilated and converted into energy. It's not meant to imply that engery has mass.

Photons only travel at the speed of light in a vacuum. They slow down when traveling through lenses or prisms for example, at least at the macro level. At the atomic level, I'm not sure if photons bounce off electrons, or if they're absorbed and then re-emitted by electrons. If they're absorbed and re-emitted, then maybe they alway travel at the speed of light and it's the absortion and re-emission process that slows the effective speed down.
 
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