Bundle of energy, but does it have mass?

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A photon is defined as the quantization of electromagnetic energy, exhibiting both particle and wave properties. While photons do not possess mass, they carry momentum, which is crucial in phenomena such as Compton scattering and the photoelectric effect. The relationship for photons is expressed as E = hf, where h is Planck's constant and f is the frequency, rather than using the mass-energy equivalence formula E = mc². The discussion also explores the hypothetical scenario of photons being trapped in a perfectly smooth spherical mirror, raising questions about their behavior in such an environment.

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myrhinobutt2
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This is a two part question. First question: what exactly is a photon? I know that it's essentially a bundle of energy, but does it have mass? Can it be related by E=mC^2?

Second question: If I were to find a perfectly smooth spherical mirror (also assuming the distance between atoms is sufficiently small that the light cannot escape) and somehow turn on a light inside, would the photons somehow build up and become jammed in there?
 
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Photons don't have mass but they have momentum. You don't write

E =mc^2 for a photon but you write E = h f , h being the Plank's constant and f being the frequency.

Photon, simply put, is the quantization of electromagnetic energy. Depending on the context, we could observe particle properties of photons (Compton scattering, photoelectric effect) or the more natural classical wave properties. People had been familiar more with the latter by the time it was discovered so photoelectric effect and Compton were quite a shock.
 

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