Damn, now I can't stop thinking about it. What if gravity seeps not only
INTO but OUT OF mass over a short period of time, depending on the
volume/density of the mass. A speed of absorption would thus be
indicated. Someone recently said something about the 'speed of gravity',
I think it was John Bedini....33ft/second or was it 33ft/second squared?
Indicating it to be a constant of how fast gravity flowed, based on the
earths absorption of aether/gravity.
Reynolds goes into this in his excellent papers which are posted at;
http://keelynet.com/energy/reynold1.txt
http://keelynet.com/energy/reynold2.txt
http://keelynet.com/energy/reynold3.txt
The point here is that Aspdens experiment where he found that a mass
brought to rotation always took the same amount of power if brought from
a DEAD STOP....however, if slowed down ALMOST to a stop and brought back
up to speed, it only took about 30% of the energy required from a DEAD
stop.
Based on Reynolds idea of space as a dilatant matrix (acts like a Chinese
finger puzzle, the harder you pull, the more it resists), I have long
envisioned a kind of tendril, root or velcro like coupling of gravity
into mass. The more static the mass, the greater the amount of coupling
(to a point determined by the mass density) and the more energy it takes
to move the mass (fighting this builtup inertia).
This 'gravity seepage' theory in conjuction with the inertial 'G' force
relationship would cause all bodies, especially celestial bodies like
planets to be the best 'large scale' absorbers of such forces. That
means at a certain point in the planetary orbits, they are most strongly
encountering these outside forces. That also applies to the earth as it
spins. There will be a point of greatest or least effect by these
forces.
If the seepage idea is correct, then it would take an amount of time to
bleed off the gravity absorbed, and a brief time to charge back up to
reabsorb what was lost. This could be USED to our advantage (as seems to
be the case with inertial drives).
-- Jerry W. Decker / jdecker@keelynet.com http://keelynet.com / "From an Art to a Science" Voice : (214) 324-8741 / FAX : (214) 324-8741 KeelyNet - PO BOX 870716 - Mesquite - Republic of Texas - 75187