Originally posted by: silverpig
Originally posted by: nick1985
Originally posted by: RESmonkey
How are the galaxies traveling away from us faster than the speed of light? Isn't that not allowed by special relativity? I haven't studied any of that yet; just read some stuff.
We are moving away from them, and they are moving away from us. Add that speed together and its > light
Think of two people walking away from each other. Sure, both people are just walking, but add those 2 speeds together and its a jog.
That's not how relativity works.
If head away from me at 0.6c and someone else heads away from me in the opposite direction at 0.6c, the combined speed is not 1.2c.
In terms of relativity, in relation to how light travels, no it isn't 1.2c. But if simply measuring the distance using the speed of light, it would be 1.2c, unless I am greatly misunderstood.
The way I am looking at it, those two objects are moving away from each other. At one measurement point, they are 1 light year away. At another point, they are two lights years away, but in terms of their relative movement, that 2ly distance was reached faster than light would reach that distance.
But specifically regarding the speed of light, no, those objects could never reach distances apart from each other than the speed of light.
The speed of light is often rather confusing, because there are different approaches, determining on how the speed C is being utilized in discussion. It is often used as a means of figuring distance, which is actually unrelated to the speed at which light travels in some instances, such as this.
Think of my analogy a few posts up. And let me expand on that.
Say there are 4 points on a line, not counting 0.
<----
4----
2----0----2----4---->
Car A and Car B both start at zero. Car A moves towards the left on that line, towards the negative side, at 40mph. Car B moves toward the right, the positive direction, also at 40mph.
In this instance, C, the speed of light, is 60mph.
In total, Car A and Car B are expanding the distance between them faster than C, specifically at 80mph.
Car A reaches point
-2, and Car B reaches point 2.
At this point, we'll say they have reached the distance light can travel in a year.
Continuing on, both cars reach their point 4. At this point, they are now 2ly apart, meaning light takes 2 years to reach point
-4 if originating from point 4.
In practice, these two objects increased the distance in between them to 2ly total, in less time than light could travel 2ly.
However, neither object traveled faster than C, and neither object could ever escape light from the other object.