Back

The BEHAVIOR of NETHER
in a
GRAVITY FUNNEL

1. From the standpoint of the vacuum center, the Mass creating the funnel is pulling on the nether which distends it and lessens what would otherwise be its density so that radial density, D_r is proportional to r ^1/2 where r is the distance from the center of a celestial body. This is given here as
D_r ~ r ^1/2.
The ~ is used here as the symbol meaning "proportional to". From the standpoint of nether pressure far outside the vortex center, the Mass is pushing on the nether and extruding it.

2. This distension of the nether, S_r, is proportional to 1/r ^1/2. It is given here as
S_r ~ r ^-1/2.
This distension is also the instantaneous nether velocity which is given here as
v ~ r ^-1/2.
Please note that D_r must always be proportional to the reciprocal of S_r and of v, and S_r and v must always be the same. One cannot happen without the other because they are all part of the same phenomenon.

3. D_t, the tangential compressing of the nether is caused by the reduction of the funnel cross-sections as the nether moves inward and must be proportion to 1/r ² due to the solid geometry involved (area is proportional to r ²). This is given here as
D_t ~ r ^-2.

4. D_r D_t = D where D is the actual nether density. It is given here as
D_r D_t ~ r ^1/2 r ^-2 or r ^-3/2.
This density is correct and appears to be a consequence of nether's ability to expand infinitely in one dimension while compressing to the extreme in two other dimensions. Apparently nether is a non-particulate, frictionless, fluid with no structural "memory" whatsoever.

5. At all levels of the gravity funnel, the product DvA must be the same because the same amount of nether must pass through each level. Once again, D is density, v is instantaneous velocity, and A is area of a funnel cross-section (a theoretical sphere). This product is the same at all levels because
D ~ r ^-3/2, v ~ r ^-1/2, and A ~ r ².
So: DvA ~ r ^-3/2 r ^-1/2 r ² which is r ⁰ or one.