Okay, I'm no astrophysicist, so my insight into the size and age of the universe is just a knee-jerk, gut response to numbers.
While watching a show on the History channel the other night, I happened to catch them as they were talking about the Big Bang, and the size and age of the universe that resulted. The numbers they gave startled me. My assumption would be that the universe's size in light-years would be, at most, 2x its age, given a symmetrical expulsion of matter and the assumption that its ultimate speed could only be a fraction under the speed of light. So if the universe is 13.6 billion years old, at the speed of light, that would put its limits at <13.6 billion light-years from the center of the explosion.
So how is the universe 156 billion light-years across? That would make the minimum required speed for matter to reach the edge (156/2)/13.6, or 5.7*SOL.
As near as I can tell from the explanations online, the 'reason' for the discrepancy is that the expansion of the universe isn't one of distance, per se, but one of scale, that when the universe was smaller, it was also compressed in time/space, and that a particle at the edge of the universe has traveled 78 billion light-years only because the expansion of the universe has continually 'moved the goal posts' since the Big Bang, and that in actuality, it has only traveled 13.6 billion light-years, but light-years have gotten 5.7 times longer since it began its journey.
In essence, this sounds exactly like warp theory to me, that we avoid exceeding SOL by warping the subjective points of the universe closer together and traveling between them at non-relativistic speeds - it sounds like this is exactly what the universe has done, altering the constants of time and space as it expanded.
Do I read this right? Or is it just astrophysicists hemming and hawing around the fact that the universe's size contradicts the theory of relativity?
While watching a show on the History channel the other night, I happened to catch them as they were talking about the Big Bang, and the size and age of the universe that resulted. The numbers they gave startled me. My assumption would be that the universe's size in light-years would be, at most, 2x its age, given a symmetrical expulsion of matter and the assumption that its ultimate speed could only be a fraction under the speed of light. So if the universe is 13.6 billion years old, at the speed of light, that would put its limits at <13.6 billion light-years from the center of the explosion.
So how is the universe 156 billion light-years across? That would make the minimum required speed for matter to reach the edge (156/2)/13.6, or 5.7*SOL.
As near as I can tell from the explanations online, the 'reason' for the discrepancy is that the expansion of the universe isn't one of distance, per se, but one of scale, that when the universe was smaller, it was also compressed in time/space, and that a particle at the edge of the universe has traveled 78 billion light-years only because the expansion of the universe has continually 'moved the goal posts' since the Big Bang, and that in actuality, it has only traveled 13.6 billion light-years, but light-years have gotten 5.7 times longer since it began its journey.
In essence, this sounds exactly like warp theory to me, that we avoid exceeding SOL by warping the subjective points of the universe closer together and traveling between them at non-relativistic speeds - it sounds like this is exactly what the universe has done, altering the constants of time and space as it expanded.
Do I read this right? Or is it just astrophysicists hemming and hawing around the fact that the universe's size contradicts the theory of relativity?