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Ripple deSitter universe---Randono cannonball analog
Look at Figure 2 in this paper (scroll to page 9 of the PDF download)
http://arxiv.org/abs/0805.2955
the size of the universe ripples down to a state of maximum concentration and then re-expands, again in quasi-stepwise ripples.
What does this have to do with the classic cannonball arc trajectory?
As we know from Galileo and from the college physics textbook, if you shoot a particle up in free fall it will make a parabola trajectory, approximately. It will rise to some maximum and have a turning point and fall back to earth.
Well a few years ago, in France, they did some experiments with NEUTRONS in free fall and found that the particle rises stepwise and then falls back stepwise.
The neutron is just like a cannonball except with small enough mass that you can detect and measure the ripples. A particle in free fall does not follow a parabola. It follows a parabola with ripples superimposed on it. It rises and descends in quasi steps.
In the case of neutron mass the scale of the steps is about 10 micron------or about 1/100 of a millimeter. Almost naked-eye visible hairline. Smaller masses would have larger steps. A neutrino trajectory would have steps on the order of one meter. It kind of fades from one level to the next.
So what Randono found is that the size of the universe does the same thing.
Look at Figure 2 in this paper (scroll to page 9 of the PDF download)
http://arxiv.org/abs/0805.2955
the size of the universe ripples down to a state of maximum concentration and then re-expands, again in quasi-stepwise ripples.
What does this have to do with the classic cannonball arc trajectory?
As we know from Galileo and from the college physics textbook, if you shoot a particle up in free fall it will make a parabola trajectory, approximately. It will rise to some maximum and have a turning point and fall back to earth.
Well a few years ago, in France, they did some experiments with NEUTRONS in free fall and found that the particle rises stepwise and then falls back stepwise.
The neutron is just like a cannonball except with small enough mass that you can detect and measure the ripples. A particle in free fall does not follow a parabola. It follows a parabola with ripples superimposed on it. It rises and descends in quasi steps.
In the case of neutron mass the scale of the steps is about 10 micron------or about 1/100 of a millimeter. Almost naked-eye visible hairline. Smaller masses would have larger steps. A neutrino trajectory would have steps on the order of one meter. It kind of fades from one level to the next.
So what Randono found is that the size of the universe does the same thing.