[sol invincus]
Now imagine a bomb exploding. Some particles fly away from the bomb quickly, some more slowly. If you survive the blast and are sitting at the center (where the bomb was) some time later, you'll observe stuff all around you, all moving away, and the further away something is, the faster it's moving (with a speed proportional to distance).[/quote]
Huh? You may be thinking of gas expansion in a vacuum, but explosions occur at a pretty set rate - say 50,000 fps for a high explosive, 7-11,000 for something like high density hydrogen peroxide. In the center of the blast and going outward is gas expansion, yes, and aggregate or particles have only the velocity imparted by the energetic gas. Those particles, their energy clearly declines with distance due to atmospheric drag. As for the gas, it expands until it's pressure is less than atmospheric, at that point chaotic whirls occur in which the remainder of the kinetic energy is used up. Conservation of energy is required throughout the blast and the expansion of the blast.
So 'speed proportional to distance' - Nope, except in the very initial stage when outer (spherical layers) of gas and particles were being accelerated by inner layers which were of higher energy.
In another thread, I asked JEROME DA GNOME to clarify ....
Jerome contents that the universe has always existed - it is eternal both into the past and into the future. This idea contradicts the most accurate mathematical description of the universe we have. If Einstein was correct (and as far as we can tell, he was), then the universe cannot be eternal.
I open the floor to discussion.
This is really a bit silly. If I recall correctly, the words Stephen Hawking used to discuss "time" outside of the universe, eg, at the moment before the beginning of the big bang expansion, was as follows:
"Time is undefined".
Correct from the relativity work.
Now, has the universe always existed? Could there have been an endless succession of big bangs, each with a "time" attribute? If so, is there a mechanistic and sequential series of these these discrete instances of "time"? Obviously not, because there could be no linkage where time did not exist.
Hawking's point carried somewhat further what in common and religious lore was described historically as "infinite" time. Time was not equal or similar in extent to the mathematics symbol for infinite...