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From: Archimedes Plutonium on 24 Apr 2010 20:03
I should keep the chapters separately marked when I have a postscript
involved:

Chapter 4: galactic density & distribution


Looking at this picture by Juric, I see I have it turned around.


http://www.astro.princeton.edu/~mjuric/universe/all100.gif


The diffraction pattern is leftmost, not rightmost. So it looks
like this:


|;;;;;;|   |;;;;;|   |;;;|  |;;;|
|;;;;;;|   |;;;;;|   |;;;|  |;;;|
|;;;;;;|   |;;;;;|   |;;;|  |;;;|
|;;;;;;|   |;;;;;|   |;;;|  |;;;|


But I would reckon that the pattern of location and density of
galaxies from the Great Wall towards the Milky Way is the opposite
of the above where the Milky Way density is a decreasing towards
the Milky Way.





> Postscript: Chapter 18: "pi" and "e" and "i" explained; inverse fine
> structure constant, and proton to electron mass ratio, speed of light,
> all linked and explained.
>

Alright, I have plenty of time before I reach chapter 18 to find out
and
understand the significance of Earth's log spiral having 5 x 10^3 km
whereas Earth radius is 6 x 10^3 km and Earth's meridian circumference
is 4 x 10^4 km. Obviously I get the speed of light from

(4 x 10^4 km)(4 x 10^4) / 5 x 10^3 sec = 3 x 10^5 km/sec

So I have 4 x 10^4 strips of meridians all of which are a km width
strip.
And I need to account for the number 5 x 10^3 km for the log-spiral.
I do not need to account for how I can switch out km for that of
seconds,
since it is hyperbolic geometry and a dual switch is allowed. But I
do
need to account for why 5 x 10^3 is of special significance for the
log
spiral on Earth.

Experiment: I love it when a High School student can do this figuring
out
with an experiment. Materials needed: a globe of earth. Mine is about
a 30
cm globe (it is an old one showing both east and west Germany). Other
materials are a long enough electric fence wire. I use electric fence
wire
because it is bendable, yet will not break with enormous number of
time
bending it, whereas plain old wire when bent breaks after a few times
bending. Now I cut a piece of wire that will be the circumference.
And since 5,000 is 1/8 of 40,000, I need to cut another piece of wire
that is 1/8 of the circumference wire.

Now I use the circumference wire to sort of bend into shape a log
spiral
not being fussy with the polar region, but more to see what the shape
is
near the equator and that the equiangles with the meridians.

Now I lay the 1/8 piece of wire from the pole and see where it ends
up.
It ends up at about 43degrees North latitude.

Keep in mind that 8 of these segments make a circumference. Now I am
wondering of the significance if any of this 1/8 circumference
segment.

I believe from applying the log spiral with the other wire. That the
log-spiral
intersects the meridian at 43 degrees North latitude. And I am
assuming the
pole to be the center of this log spiral. So I think this number 5 x
10^3 km
for a log spiral on the globe of Earth is related to the sphere as a
point
in which the log-spiral and the meridian intersect.

If true, is there a special name for this line segment? Should it be
called
a log-spiral-radius?

If all the above is true, then I have found what I needed and have
proven that
geometry of symmetry breaking yields the speed of light. It is not a
pure math
derivation because the Time factor is held constant in terms of
seconds. But the
length factor can be in any length desired because the width of the
strips compensates.

So, is 1/8 the circumference of a sphere of any sort of special
significance as per
the log spiral placed on that sphere surface? Mind you, it maybe not
exactly 1/8 = 0.125
but perhaps something like 0.126.... since pi and "e" are irrational.

Or does the log spiral intersect a meridian in 8 equidistant spots?

Archimedes Plutonium
http://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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