I don't know how to explain the science, I'm not that much of an expert. It has to do with Maxwell's equations, and the Lorenz Tranformation, neither of which anyone one disputes and what they mean in relation to why nothing can travel faster than 299792458 m/s.
The bottom line is that nothing with mass can ever attain the speed of light.
No. The fact that nothing with mass can travel faster than light is not a consequence of Einstein's equations, it's the other way around. Einstein's equations are what they are because 299792458 m/s is the cosmic speed limit. It is the Lorenz Tranformation that predicts the value of c, not Einstein's theories.
If Maxwell's equations are correct then asking the question is a moot point. The fact that they travel at c is proof that they must be massless.
If someone were to prove that light has mass, it wouldn't just be the last century of physics that would be crushed to powder but virutally the whole of science itself and our ability to communicate meaningful information. Causality itself would be crushed to powder, not just Einstein.
Watch this video, it does a much better job of explain it than I am capable of.
https://youtu.be/msVuCEs8Ydo
Attempting to weigh something that travels at light speed might be a fun project to attempt but is just as much a waste of time as is the hunt for non-existant dark matter.
Light is so interesting.
Photons travel at a fixed velocity in a vacuum, let's just say for the sake of argument.
Velocity is displacement divided by time, and when we measure the velocity of light, we only measure it simplistically, from point A to point B. We can't do any other way.
But through diffraction, we know that photons are actually traveling in waves. Picture a wave; instead of a straight horizontal line (I'll call it the 'center line'), a wave tends upward, tops out, then tends downward, crosses the center line, then bottoms out, and then turns back upward toward the center line again. This is one full wavelength.
Now the significance here is that this means that photons with shorter wavelengths /higher frequencies, actually travel longer distances than those with longer wavelengths and lower frequencies, over the same point A to point B displacement.
Imagine a meter. Imagine a photon with a wavelength of a meter. In that meter, that photon travels one wavelength. We know that the variance from the straight line is non-zero, again, due to diffraction. So that photon actually travels something more than a meter, if we add up all the distance that it travels along its actual path, as it goes up and down its wave.
Now compare that to a photon with a wavelength of a micron (one millionth of a meter). This photon travels the one meter, plus the distance of all those one million waves, so it travels one million more times longer than the photon with a wavelength of a meter, less the meter.
If the photon with wavelength of one meter travels all tolled, 1.00001 meters, due to the up and down of its wavelength (confirmed with diffraction, the additional one micron total displacement is a guess), then the photon with a wavelength of a micron actually travels 2 meters! Its velocity (net displacement divided by time) is the same c (in a vacuum), but in that same meter, that photon has traveled, over the distance of one meter, a million times the distance, less the one meter, as the one with a wavelength of one meter.
So the speed of that photon, is 2c, even while its simple velocity is the same as the photon only traveling one wavelength during the meter. So there appears to be no limit to the speed at which a photon can travel along the actual path of its wavelengths, just its simple velocity is limited to c.
And that explains to me why photons with higher frequencies also have higher energies. But what it still leaves mysterious to me, is why the simple point A to point B velocity of a photon is limited to c, when the actual speed of the photons with higher frequencies /lower wavelengths are markedly higher than c, along the actual paths that they travel along their waves.
Maybe instead the total distance traveled per wavelength is a millionth as small. So then the one micron wavelength photon wouldn't travel two meters for every meter of displacement, but it'd still have an average speed of >c, and that's really my point.
:e4e: