Now to the supercrank. Yes, it gets very, very cranky from here on in, so shields up! Sanity in check!
Well, we've got the postulate that space without matter expands, and the larger the region of space without matter, the faster it expands. So, matter slows or stops this expansion. Expansion is self-limiting as it gets fast enough to rip matter from virtual particles or generate enough gamma radiation that particle pairs are created spontaneously, this increases the density of matter in a nearly uniform flashover, and expansion slows precipitously until space can sort itself out again into regions of matter and not-matter.
Note that nowhere in there was a big bang. I'm not against a big bang, really I'm not. I'm not a steady-state universer by any stretch of the imagination. But the proposed future of the universe in an accelerating expansion model looks, to me, suspiciously like the inflationary universe. So I wondered if this flashover was all that was needed. If the universe was a series of expansions and sudden stops.
Then I wondered a little more. I thought about the current theories of gravity, mostly those which involve the Higgs Boson, and some more which involve gravity waves. I can understand it to some extent, but I keep getting confused with inertia. I suppose it has to do with frames of reference, the actual substance of relativity which gave rise to all of modern physics both as we understand it and as we use it. So, normally I wouldn't touch it. Normally.
So, what about inertia and momentum? Push an object and it gets moving. How does this work with Higgs Bosons and gravity waves? Does it cause an imbalance in Higgs Bosons? Is a gravity wave put in motion?
Or could I try and dig something up out of my cranky, cranky vacuum pressure postulate?
Let's dig.
What if we postulate that this abhorrence of matter can be very, very local? That trying to move matter from one region of the vacuum to another takes energy. Fair enough. We've got some inertia, I suppose, if it takes energy to move matter, fighting against the tendency of the vacuum to want to exclude matter and expand. But what about momentum?
What if the same thing happens in reverse to vacuum that matter leaves? What if some energy is released when this happens?
If these balanced, then the energy required to enter the next region of the vacuum would equal the energy required to leave the last region, and unless you added or subtracted energy, that's all you'd have. Any change in this equation would force a change in the momentum of the object.
But what if the vacuum we're getting near is already suppressed a bit by other matter, or not expanding as quickly?
Then the amount of energy required to push it down is less, and the equation is imbalanced. So, if you suddenly have more energy in this equation we have: an increase in momentum.
What if the opposite happened? Then you'd imbalance the other way, and we'd have a decrease in momentum.
Does this sound a bit like gravity?
Pretty cranky, eh? Well, it gets worse.
Next installment: the vacuum-mass model and relativity (speeds near that of light in a vacuum)
Well, we've got the postulate that space without matter expands, and the larger the region of space without matter, the faster it expands. So, matter slows or stops this expansion. Expansion is self-limiting as it gets fast enough to rip matter from virtual particles or generate enough gamma radiation that particle pairs are created spontaneously, this increases the density of matter in a nearly uniform flashover, and expansion slows precipitously until space can sort itself out again into regions of matter and not-matter.
Note that nowhere in there was a big bang. I'm not against a big bang, really I'm not. I'm not a steady-state universer by any stretch of the imagination. But the proposed future of the universe in an accelerating expansion model looks, to me, suspiciously like the inflationary universe. So I wondered if this flashover was all that was needed. If the universe was a series of expansions and sudden stops.
Then I wondered a little more. I thought about the current theories of gravity, mostly those which involve the Higgs Boson, and some more which involve gravity waves. I can understand it to some extent, but I keep getting confused with inertia. I suppose it has to do with frames of reference, the actual substance of relativity which gave rise to all of modern physics both as we understand it and as we use it. So, normally I wouldn't touch it. Normally.
So, what about inertia and momentum? Push an object and it gets moving. How does this work with Higgs Bosons and gravity waves? Does it cause an imbalance in Higgs Bosons? Is a gravity wave put in motion?
Or could I try and dig something up out of my cranky, cranky vacuum pressure postulate?
Let's dig.
What if we postulate that this abhorrence of matter can be very, very local? That trying to move matter from one region of the vacuum to another takes energy. Fair enough. We've got some inertia, I suppose, if it takes energy to move matter, fighting against the tendency of the vacuum to want to exclude matter and expand. But what about momentum?
What if the same thing happens in reverse to vacuum that matter leaves? What if some energy is released when this happens?
If these balanced, then the energy required to enter the next region of the vacuum would equal the energy required to leave the last region, and unless you added or subtracted energy, that's all you'd have. Any change in this equation would force a change in the momentum of the object.
But what if the vacuum we're getting near is already suppressed a bit by other matter, or not expanding as quickly?
Then the amount of energy required to push it down is less, and the equation is imbalanced. So, if you suddenly have more energy in this equation we have: an increase in momentum.
What if the opposite happened? Then you'd imbalance the other way, and we'd have a decrease in momentum.
Does this sound a bit like gravity?
Pretty cranky, eh? Well, it gets worse.
Next installment: the vacuum-mass model and relativity (speeds near that of light in a vacuum)
Leave a comment
blank