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#31 what the 5f6 of 231Pu looks like and relates to the Great Walls



 
 
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Old May 15th 08, 05:38 PM posted to sci.astro,sci.physics,sci.math
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Default #31 what the 5f6 of 231Pu looks like and relates to the Great Walls

Now the reason I said this textbook is the best at showing dots of the
electron-dot-cloud is
because they show 90% of the dot concentration is near the nucleus
whereas other authors
just willy nilly stipulate dots as their free hand art stiples a dot.
The closer one is to the nucleus
is where 90% of the dots are located.

Now I had a look for any astronomer to give numbers data as to how
much matter is contained
in the bandwidth-distance of Great Wall-Sloan Great Wall- Quasar Zone.
How much of the
matter in the Observable Cosmos lies in that region of the Great Walls
and Quasar Zone?

The best I could find was not good enough of a report. It said that
the Sloan Great Wall was
6 X , that is six fold denser than the Great Wall. But, that leaves me
with the question of
how much denser is the Great Wall of galaxies from the density of the
Local Group which
the Milky Way lies. What I am looking for is a density difference of
the Great Walls with
the Local Group as between 100 X to 10^9 times more dense.

I think the problem here that astronomers have is that their attention
was never placed on
a measuring of the density difference between Local Group and Great
Walls because their
attention remained on a stupid question, for which that stupid
question was of missing
matter to satisfy their dumb general-relativity. So they never
compared density of Great Walls
to Local Group because they ran off on a tangent over missing mass.

Now the last time that I made an effort to solve the Schrodinger
Equation for how the 5f6
of plutonium looks like is valid today. It was a hydrogen atom
solution of the 5f6 and I
wielded a 6 sided figure, that is 6 lobes equally spaced around a
nucleus and that nodes
separated the 6 lobes. But each of those lobes had a "nipple shape" at
the end closest
to the nucleus and where thicker and rounder where the Milky Way would
be and
much like the lobe shapes found in this book: Seaborg & Loveland book
The Elements Beyond Uranium 1990 on pages
72- 73.

However, when solving for the hydrogen atom of the 5f6 back in 1991,
there was another node
that comes in prominence in the 5f6 that is close to the nucleus. It
is a wheel like node and
intersects the 6 lobes. It would be a node that would appear as a void
near the Great Walls
and Quasar Zone.

So, based on my rough trig calculations of the Schrodinger Equation
for the 5f6, I get a node
near the lobe near the nucleus. So do we find a Void of prominence
just before we reach the
Great Wall?

Also, there was no website that spoke of the bandwidth distance of the
Great Walls versus
the rest of the Cosmos. Now I am going to estimate that the distance
covered by the
Great Walls and Quasar Zone is a bandwidth distance of 30 Megaparsecs
and that the
entire rest of the Observable Cosmos is a 300 Megaparsec distance.
What I want is the
percentage of Space occupied by the Great Walls plus Quasar Zone
compared to all of
the Observable Cosmos. I believe this percentage is somewhere between
10% to less than
1%.

The reason I need distance comparison is because 90% of a electron-dot-
cloud is within
10% of the distance going away from the nucleus. Likewise, 90% of the
matter of the
observable Universe is within that 10% distance nearest the Nucleus of
the Atom Totality.

Archimedes Plutonium
www.iw.net/~a_plutonium
whole entire Universe is just one big atom
where dots of the electron-dot-cloud are galaxies
 




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