| It's fine to be confused, because the idea that "photons don't experience time" is physically meaningless. If you plug c into the Lorentz transformation you get an infinity, which doesn't tell you anything particularly useful. There's no physical way to accelerate to light speed, so it's meaningless to make assertions about how the "experience" of travelling at light speed would be different to the (presumably simpler) experience of travelling at < c. The problem is that relativity is a classical theory, and it says nothing about the underlying physical processes of photon creation/destruction and propagation. Maybe one day a Theory of Quantum Gravity will fix that problem and provide a detailed low-level picture of what actually happens when things move through spacetime. But we're not going to get there for a while. In the meantime, we'll carry on using concepts like "position" and "time" without really understanding the mechanisms that generate them. And if that sounds obvious, it really isn't. It's astounding that the universe knows where everything is and where it's going. Not only does it somehow keep track of all those changing spacetime relationships within a self-consistent system, but it also generates the counterintuitive geometry described by relativity. How does it do that? No one knows. |
It's just a colloquial description of the fact that the time interval between two events along a null geodesic is zero.