Maxwell's Equations Collapase

Maxwell's equation that is Gauss' equation for electricity tells us that negative particles tend to accelerate away for negative particles and towards positive charges.

Assuming that the the magnetic field is just the curl of loose electrons then Gauss’ law of magnetism breaks down into a vector calculus identity.

Ampere's law describes the working of an electromagnet or a non-accelerating electron-nucleus dynamic. If the curl of the loose electrons is substituted for the magnetic field then we have the curl of the curl of the loose electrons is equal to the sum of currents. This is just true as it describes how I see the idea of 'magnetism'.

Often called Faraday’s law this relationship describes a changing magnetic field and its effect on a coil of wire. This relation allows electric generators to work. Making the same substitution as we made in the previous two equations and we have a simple relation that the change in circular charge is proportional to the acceleration of these charges.