TL;DR

Photons vs (hypothetical) gravitons

Hello Everyone:

New member Mike from Australia.

If i posted in the wrong forum please tell me.

Light is made up of photons. photons obviosly travel at c. photons are affected by gravity.
Gravity is (possibly) made up of gravitons.

Photon and the hypothetical gravitons both travel at c. They are the only things
we know of that travel at that speed.

Gravity affects light. Does light affect gravity ?

Is there any known or theoritical relationship between photons and gravitons ?

Mike
No degree or studies, just curious.

TouchuvGrey said:

If i posted in the wrong forum please tell me.

That depends. It seems like your question is not specifically about any quantum aspects of light or gravity, but just about this:

TouchuvGrey said:

Gravity affects light. Does light affect gravity ?

The answer, in classical GR, to this question is yes: light has energy, and everything that has energy produces gravity. More specifically, everything that has energy produces spacetime curvature via the Einstein Field Equation of GR.

However, you use the terms "photon" and "graviton", which are not part of classical physics; they are quantum terms. If you're specifically interested in quantum aspects of light and/or gravity, please start a separate thread in the Quantum Physics forum. For the discussion here, instead of "photon" and "graviton", the simple terms "light" and "gravity" should be sufficient.

Also, welcome to PF!

TouchuvGrey said:

Is there any known or theoritical relationship between photons and gravitons ?

Classically, fhe field equations for light and gravity are similar, yes; both of them have the basic form of a differential equation whose LHS describes the field and its derivatives and the RHS describes the source--what produces the field. For light, the field is described by the EM field tensor and the source is the charge-current 4-vector. For gravity, the field is described by the Einstein tensor and the source is the stress-energy tensor.

Again, if you are asking specifically about similarities between the quantum aspects of light and gravity (which is what the terms "photon" and "graviton" refer to), please start a separate thread in the Quantum Physics forum.

Last edited: Aug 6, 2026

anuttarasammyak said:

Neutrinos also travel at c.

No, they don't:

anuttarasammyak said:

But recent study suggests almost c due to their not zero mass.

Please don't post contradictory statements. Also, nonzero neutrino masses do not "suggest" that they do not travel at ##c##; they require it.

Matterwave said:

To be fully technical, it is still possible that one of the neutrino mass eigenstates is 0.

Technically, yes, this is possible. My understanding is that it's considered extremely unlikely, because whatever mechanism makes the neutrino masses nonzero in the first place would be expected to apply to all of the mass eigenstates.

Last edited: Aug 5, 2026

Wheeler once posited the notion of a geon, a ring of light held together by the gravity of its own field energy. Geons have never been observed, and I believe there's some debate on whether they are stable, but theoretical physics entertains such notions in the search for quantum gravity and dark matter.

https://en.wikipedia.org/wiki/Geon_(physics)

Regarding neutrino masses: it's worth noting that Neil Turok et al. (https://arxiv.org/abs/1803.08930) have proposed a cosmological model (CPT-symmetric universe) in which one neutrino mass eigenstate is exactly massless.
So ##m_\nu = 0## for at least one eigenstate is not just "not ruled out", it's an active theoretical proposal.

A related thought: if neutrinos are massive, it should in principle be possible to decelerate them to arbitrarily low speeds. To my knowledge, no experiment has ever succeeded in "slowing down" to arbitrary slow speed a neutrino.
This is an interesting asymmetry with other massive particles.

Matterwave said:

neutrinos only interact via the weak force (with a very small weak cross section)

That's an interesting point.
Note also that for neutrons the cross section increases as they slow down (##\sigma \propto 1/v##), which is why thermal neutrons are so useful for nuclear physics.
If neutrinos were truly massive, one might expect a similar behavior, slower neutrinos having a larger weak cross section.
But this enhancement has never been observed (nor have slow neutrinos themselves).
That's why I consider this an interesting asymmetry.

You're right, my fault. And from your formula ##\sigma \propto G_F^2 E_\nu^2##, slow neutrinos would be even harder to detect, making the asymmetry even sharper.