- #1
greypilgrim
- 516
- 36
Hi,
When I started learning about GR I wondered if it emerged from SR (which the name suggests) or if the connection between the two is mere technical. GR describes the behaviour of the metric of space-time, which is locally Minkowskian and therefore SR applies.
But is a curvature-based theory of gravity possible where the metric is locally Euclidean, i.e. the speed of light is not constant and space and time are essentially uncoupled?
Or is there a closer relation between GR and SR that I am missing?
When I started learning about GR I wondered if it emerged from SR (which the name suggests) or if the connection between the two is mere technical. GR describes the behaviour of the metric of space-time, which is locally Minkowskian and therefore SR applies.
But is a curvature-based theory of gravity possible where the metric is locally Euclidean, i.e. the speed of light is not constant and space and time are essentially uncoupled?
Or is there a closer relation between GR and SR that I am missing?