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Do not confuse expansion rate with distance growth. In a universe with constant expansion rate, the distance between two comoving objects grows exponentially.
I do get that if one defines the expansion rate as a percentage of current distance--calculated yearly or over some other time interval, I presume--the distance compounds like interest, and a constant expansion rate yields an exponential growth in size.Orodruin said:Do not confuse expansion rate with distance growth. In a universe with constant expansion rate, the distance between two comoving objects grows exponentially.
No, there's no discrepancy.hkyriazi said:Am I correct in thinking there's a discrepancy between the above-posted figure (and its illustrated switch, about 7 billion years ago, from "Slowing expansion" to "Accelerating expansion"), and this statement (#32) by Kimbyd: "The actual rate of expansion (velocity/distance) is and always has been dropping"?
OK, I'll give it a shot, though in reading over what I've written below, I'm not sure my fog has been lifted. ;-)Bandersnatch said:No, there's no discrepancy.
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There's nothing contradictory in having the fractional growth go down over time and the velocity starting to accelerate.
I think you'll need to describe in more detail why you think there is one, before we can address it.
Insofar as there was nothing sudden or 'great' about it. The opposing effects of decelerating matter (and radiation) vs accelerating dark energy have been going on from the very beginning. At some point matter simply diluted enough for the (constant) accelerating effect to become dominant.hkyriazi said:but around 7 billion years ago the effect of gravity to slow the rate of expansion greatly dwindled