Electric - Magnetic Model for a Planet

We know that electrons move at a rate of speed many, many orders of maginitude faster than an iron nucleus. The electron moves with a root mean squared speed of 1% the speed of light. Electrons can move much faster than half the speed of light if they can get going in a straight line for any length of time. We now have to ask ourselves what this does to the momentum of the electron and how to model this in a large mass.

Electrons are incredibly hard to picture. They are extremely small. They have an ability to travel at extreme speeds. When an electron flows away from the center of a mass it has a higher ability to accelerate and it travels faster in general. This might be modeled as a collection of thin wires leading from the center of a planet out to the cold plasma surrounding the planet. In fact, it comprises all of the particles within the 'sphere' of gravitational and 'magnetic' influence. Small wire - fast electrons - with a greater ability to accelerate.

In reality one electron does not begin and continue to accelerate from the center of mass. Due to the size of the electrons and their more loose bonding to their surroundings electrons will have an ability to drift outwards with an instantaneous velocity. This velocity likely increases towards the periphery of a large mass as the density of the material is likely less due to the weaker force field of gravity.

If electrons flow from the center of a mass to the periphery they much regain charge balance through another process. This process is different. Imagine fewer thicker, heavier gauge, wires funneling current back towards the center of mass from the periphery. These wires become thinner as they get closer to the center of mass. At the center of mass we can likely look to the London Dispersion Forces to get a clearer picture of what is going on. This is a post that has already been written to this blog.

Thinner wires at the center of a large mass with thicker return wires compared with 'hot' wires on the way out. This model shows us that differing impedances can exist within one, very large, electrical system. The force imbalance leads to an equal and opposite force imbalance that we know as gravity.