How Can Light Carry Energy Without Mass?

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Photons, despite having no mass, can carry energy and momentum due to the principles of quantum mechanics and special relativity. The kinetic energy of particles is described differently in relativistic mechanics, where for photons, energy is expressed as E=pc, with momentum p related to wavelength. The deBroglie formula indicates that a photon’s momentum is inversely proportional to its wavelength, leading to the energy equation E=hf. Light is considered part of relativistic mechanics because it travels at the speed of light, which is a fundamental aspect of how energy and momentum are defined in this framework. Understanding these concepts clarifies how light can possess energy without mass.
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Hi everyone(:
I was reading the other day and I read that the photons don't have the mass. If a light is a flow of photons, how can a light carry an energy or momentum?
I have learned that if the matter was to carry the energy or have momentum, it needs a mass. How can this happen for light?

I was very curious about it and it would be nice to know! Thanks,
 
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The problem is that the standard formula for kinetic energy from Newtonian mechanics,E=\frac{1}{2}mv^2does not apply in relativistic mechanics, which governs photons.

In special relativity, the kinetic energy of a particle is given by,

E=\sqrt{p^2c^2+m^2c^4}

For a photon, m=0, therefore

E=pc

And from quantum mechanics a photon has a momentum proportional to the inverse of its wavelength(the deBroglie formula): p=\frac{h}{\lambda}

Thus, a photon has energy:

E=\frac{hc}{\lambda}=hf
 
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Thanks! But what do you mean by light as being a part of relativistic mechanics?
 
Anything that travels a a relatively high fraction of the speed of light is relativistic. And light travels at the speed of light!
 
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