Alright, I am in excellent shape here, because all that is needed is
for the experiments to catch up to the theory. The theory is that
superconductivity is subshell switching and that superfluidity with
BEC are spin switching.
Which of those two experiments is easier to construct and perform? I
would guess superconductivity = subshell switching because it should
be easy to take palladium with its ground state 4d10 and to show that
at 3 Kelvin, that ground state is no longer 4d10 but rather
4d8, 5s2 and so that an electric current has no resistance because it
travels through the unimpeded pathway of the 2 unoccupied 4d
suborbitals. Superconductivity, whether an element or a compound is
the creation of a ground state, opening a free passageway, free of
resistance to an electric current. This explains why copper, silver
and gold, the highest normal conductors can never be superconductors
because there is no free passageway to open up.
As we lower the temperature, not only can there be a possible subshell
switch, but there can be a possible spin shift of an electron, such as
He-4 and He-3, and the alkali metals. A spin switch or spin shift
creates superfluidity or BEC depending on the atoms used. And here
again, we must await experiments to prove that a spin switch occurred.
No point in furthering the theory until the experiments have caught up
with the theory.
So in the meantime, let me continue with a logical continuity of
pursuit. I have these two chapters in a sequence and I should continue
it with the Aufbau.
Chapt13.40091 Superconductivity as subshell switching in New Physics
Chapt13.40092 Superfluidity and BEC as spin switching
Chapt13.40093 Aufbau Principle derived purely from Maxwell Equations
At this juncture, logic dictates that I have a large and wide open
issue to settle. I need to show that the Aufbau Principle of Quantum
Mechanics is actually and truly a Maxwell Equation derivation. In
other words, all of quantum mechanics is nothing more than
elaborations of the Maxwell Equations.
So I need to make progress on the Maxwell Equations deriving the
Aufbau Principle. And at first glance it appears very difficult, but
not really. For if we look at the anomalies of the aufbau in building
the subshells in the d and f subshells that we have a large number of
anomalies. So that hints that the quantum mechanics is insufficient
and needs something more powerful in order to have reality match
theory. And there is only one thing remaining in physics other than
quantum theory and that is the Maxwell Equations. So where quantum
mechanics has a lot of anomalies, it takes the Maxwell Equations to
remove the anomalies. But those are very complicated details.
The method I am going to pursue to prove that the Aufbau comes from
Maxwell Equations is more on a mathematical means of proof. Most
physicists were never mathematicians and so most physicists would not
understand that in mathematics there are two proof methods, the direct
and the indirect. The direct method is more detailed in that it is a
step by step progression, while the indirect method places all the
known truths of mathematics and pits them against a false assertion.
If the known truths of mathematics are violated by the new false
assertion, we accept the reverse assertion as being a truth itself.
Most physicists are foreign to the mathematical method of indirect
proof, because most physicists really do not have enough logic to do
either physics or mathematics. But let me continue.
If you look at the periodic table, as shown by Wikipedia for they
attach the f orbitals instead of the usual disattached two rows at the
bottom.
If you look at the Periodic Table, it looks rather funny or odd or
misfigured. It looks sort of like this I_____I
The misshappened and odd look of the Periodic Table is because the
table really does not belong on a flat surface as boxes that are all
the same size.
Now in the Van Nostrand's Scientific Encyclopedia, 7th edition,
Considine, volume2, 1989, page 2158 shows the Periodic Table in a
circular format.
Alright, the Aufbau Principle is succintly put into this format:
1s /
/
2s 2p
/
3s 3p 3d
4s 4p 4d 4f
And that format is shown by Oxtoby & Nachtrieb on page 520 of their
textbook Principles of Modern Chemistry, 2nd edition, 1990
It is a wedge or triangle shape Aufbau which goes from
1s to 2s, then 2p to 3s. If we draw arrows in the above we have
1s
2s
2p 3s
3p 4s
3d 4p 5s
Those buildings have 2, 2, 8, 8, 18 electrons.
Now we inject the Indirect Method proof of mathematics.
1) Suppose the Aufbau is not the Maxwell Equations.
2) Then the Aufbau is not the Coulomb law of inverse square
3) The Coulomb law of inverse square is spherical, the surface of a
sphere and the interior of a sphere
4) The Aufbau of quantum mechanics is linear plane geometry with the
pattern 2, 2, 8, 8, 18, 18, 32,..
5) The pattern 2,2,8,8,18,18,32,32, . . . is spherical and inverse
square and not linear plane geometry.
6) contradiction to 1) and hence the Aufbau is the Maxwell Equations
REFLECTION: it is apparent that the Aufbau is not linear because it
goes from 2 to 8 which is a cubing of 2^3 = 8. So the Aufbau should be
a sphere surface, not a flat plane Euclidean geometry. And the
diagonals used in the Aufbau is a reflection of the fact that Maxwell
Equations have magnetism which is orthogonal to that of electricity.
The fact that the Maxwell Equations have electricity and magnetism and
being orthogonal to one another should be instantly reflected by the
Periodic Table and it is when you represent the Table as a circular
table as seen in Van Nostrand's Encyclopedia.
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