Alright, in my last post I described the basic diagram of the gamma
ray photon of two electrons (one converted to a positron) combining to
form this gamma ray photon:
E-
(137/2)M+ (137/2)M-
E+
Now the minimum of 137/2 is needed as per Dirac's calculation of how
the magnetic monopoles determine the quantity of electric charge.
So the prime base electron looks like this:
E-
(137/2)M+
and the prime base positron is the reverse in signs.
And the two combined form a gamma ray photon.
Now physics needs this combining in order for the atoms to have
perpetual motion of its electrons. Without pertual motion, atoms do
not survive in Nature long. A single Hydrogen atom in Space does not
survive long unless it chemically bonds with another hydrogen atom to
secure the two electrons with a perpetual motion. Now it would be
interesting to find out whether hydrogen found in Space is H or H2. Is
hydrogen in Space, is it monatomic or is it dihydrogen? I do not
recall if any research has found an answer to this. Of course, the
hydrogen of stars is in plasma form. The hydrogen on Jupiter is
dihydrogen. I suspect the hydrogen found in intergalactic space is
dihydrogen also. In other words monatomic hydrogen is rare, and
according to this theory is unstable and does not survive long as
monatomic hydrogen for it needs perpetual motion.
So now, I have a quantity for magnetic monopoles in order to obtain
the minimum amount of electric charge, and that quantity is 137
magnetic monopoles (or 137/2 if we consider the two poles of the 4
poles on a photon).
So the smallest neutrino to form a positron out of an electron is
this:
(137/2)M+ (137/2)M-
But what I need now is the structure of Space itself since it is
formed of the lowest particle the neutrino which is composed of just
magnetic monopoles.
So in New Physics where the Maxwell Equations are the axioms over all
of physics we have a new atomic substructure that is composed of just
magnetic monopoles. They form space and they form the minimum quantity
of electric charge.
So how is Space quantized by magnetic monopoles? We can take a clue
from the hydrogen atom of its single proton and single electron, that
one has 938 MeV and the other 0.5 MeV so that as magnetic monopoles
form Space we expect them to be symmetrical with Space and Rest Mass.
So the proton is 1876 more massive than the electron so we say the
electron has 1876 magnetic monopoles for Space and the proton has 1
magnetic monopole for space that the proton occupies. So here we trade
off rest mass as energy equivalent to Space. Here we make equal the
total energy of the electron with the proton.
Now for a brevity sake, I am going to use the quantity 2000, a
rounding off of 1876.
Now its cube root is about that of 12 and its square root is about 44.
So now, here I want to be able to see how the Maxwell Equations with
Space as longitudinal waves of magnetic monopoles as neutrinos can
convert a normal electron filling a Hund's rule suborbital, how that
longitudinal magnetic monopoles Space can convert that electron into a
positron.
Exercise: get a slinky toy and create a longitudinal wave and then
using the box it comes in, strike the toy to create a simultaneous
transverse wave. What is the outcome? Well, the outcome is that both
survive.
So, that the Maxwell Equations do have longitudinal waves and they are
seen in the Faraday law as the thrusting of the bar magnet. That
thrusting is a longitudal wave of a magnetic field.
So how does that longitudinal wave convert the normal electron into a
positron?
Well, I think the answer is that in the Hund's Rule the electrons
prefer to be in suborbitals as unpaired and single because they can
attract one another and have a minimal principle energy, but as the
electrons start to fill the next higher subshell, they have to first
fill the suborbitals to keep obeying the Minimum Principle. As they
fill suborbitals, they would repel one another unless one electron is
converted to a positron. And the conversion is brought about by the
magnetic monopoles forming a neutrino that switches the sign of the
electric field, for the two electrons are no longer two transverse
waves but one is now a longitudinal wave.
Which brings up a interesting question of whether magnetic monopoles
have their own Hund's type of Rule. When do magnetic monopoles fill up
to be dipoles and when do they fill up as the same pole? And with
Magnetic Monopoles the lowest of entity of a particle, are we to
envision Magnetic Monopoles as the ultimate lowest atom? I think not.
I think the atom of hydrogen and the chemical elements are the lowest
structure and that even magnetic monopoles are parts and pieces of
atoms.
--
More than 90 percent of AP's posts are missing in the Google
newsgroups author search starting May 2012. They call it indexing; I
call it censor discrimination. Whatever the case, what is needed now
is for science newsgroups like sci.physics, sci.chem, sci.bio,
sci.geo.geology, sci.med, sci.paleontology, sci.astro,
sci.physics.electromag to
be hosted by a University the same as what
Drexel
University hosts sci.math as the Math Forum. Science needs to
be in education
not in the hands of corporations chasing after the
next dollar bill.
Besides, Drexel's Math Forum can demand no fake
names, and only 5 posts per day of all posters which reduces or
eliminates most spam and hate-spew, search-engine-bombing, and front-
page-hogging. Drexel has
done a excellent, simple and fair author-
archiving of AP sci.math posts since May 2012
as seen
here:
http://mathforum.org/kb/profile.jspa?userID=499986
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