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Chapt15.41 Malus law solves superconductivity and solves and unifies Thermodynamics to the Maxwell Equations #1180 New Physics #1300 ATOM TOTALITY 5th ed
Jan 28, 2013 12:43 AM
Alright, today is a happy day, very happy. Not only is superconductivity solved, but that Thermodynamics is also solved and both solved by the Malus law which is a law derived from the Maxwell Equations.
When we replace the Resistance term in Ohm's law with the Malus law, we end up with solving superconductivity.
V = i*R (Ohm's law) I' = I" cos^2(A) (Malus law) Replacing R with Malus law and we have: V = i * (I" cos^2(A))
So that in superconductivity the photon messengers in AC current or DC current tell the electrons when to move, how to move, where to move. If the superconduction material is a filter that is up and up in each atom of the material then we have 0 resistance. Now my complaint about physics literature on superconductivity as not being complete or thorough or clear comes to the center of attention, because with the Malus law where resistance is polarization, we see that in light polarization filters that it depends upon what the source light is, whether it is a strong laser beam and thus would disintegrate the filters, regardless of whether they are lined up and perpendicular. The many, many facts of superconduction, DC current only, and no strong magnets present and vortices due to magnetic moments and the amount of current. Those facts are relevant to a true theory of superconductivity. And in the Malus law, the many facts of what the source light waves are, whether laser or not laser and how intense is the light source, and the temperature of the filters and of course the angles involved of the filters.
But with the Malus law solving superconductivity, a larger question is left open, in that I was trying to get Thermodynamics from the Maxwell Equations in the magnetic monopoles. And I cannot do that now, but rather the Malus law itself conquers not only superconductivity, but conquers Thermodynamics.
So the question becomes, in a Malus law experiment of two filters perpendicular and trapping all the photons inside the filters, where does that photon energy go? Is it really all trapped inside the filter? And what form does it take? So today is a day of celebration in physics because we have the true and correct theory of Superconductivity-- Malus law within Ohm's law. And we have the correct path of unravelling the entire science of Thermodynamics-- another form of the Malus law.
And the pretty whipped cream with cherry on top and chocolate flakes on the ice cream, is that the Malus law is all derived from the Maxwell Equations.
The most remarkable part of this story is that the Malus law has been around since 1809 and within that 200 years of being in the physics community, not a single physicist ever had enough logic to see that the Malus law was both the Resistance in Ohm's law and that the Malus law was all of Thermodynamics and that Malus law is derivable from the Maxwell Equations. Maxwell himself missed the opportunity to unify Thermodynamics with Maxwell Equations. Dirac missed the opportunity. And those two, Maxwell and Dirac were the only two capable physicists of the past 200 years of unifying Thermodynamics to the Maxwell Equations. So it is left up to me to do it in 2013. Now I said that superconductivity ranks pretty high on the top ten challenges in physics, but it does not rank as high as unifying Thermodynamics with Maxwell Equations.
Today I need to find out how the Malus law is derived by the Symmetrical Maxwell Equations. The Maxwell Equations is the bringing to life, so to speak of a electric current from a magnetic field or vice versa, but the Malus law seems to be the reverse of bringing to life and rather extinguishing the life of a photon beam. So in some sense, thermodynamics is a science of the reversal of the Maxwell Equations. So is the Malus law derived from the Maxwell Equations and thus Thermodynamics from the Maxwell Equations by a act of reversing the laws of the Maxwell Equations? Consider two perpendicular filters that absorbs all the incoming photons, and now consider Faraday's law and how would all the magnetic flux be absorbed rather than cause electric current? Well, if the magnetic flux was not moving properly inside the windings of the wire coil.
Google's archives are top-heavy in hate-spew from search-engine- bombing. Only Drexel's Math Forum has done a excellent, simple and fair archiving of AP posts for the past 15 years as seen here: