Why Doesn't A Magnet 'Feel' Like A Gyroscope?

[e2matrix]

Also the fact that "magnetic force equals centripetal force and is expressed in the equation Bqv=mv^2/r" and that the only explanation for centripetal force would seem to be gravity implies that magnetic force and gravity are of the same 'ilk'.   I state that just as a support for the idea that magnets do not involve electrons - unless you think gravity involves electrons 

[Eighthman]

It suddenly struck me that the opposite poles of a magnet represent spin in different directions.  Thus, if you put two spinning rotors on one axis - and they are rotating in different directions, the gyroscopic movement or feel is canceled out.


Is the answer really that simple?

[Cherryman]

https://www.youtube.com/watch?v=vGun5athdfg

[sm0ky2]

Also the fact that "magnetic force equals centripetal force and is expressed in the equation Bqv=mv^2/r" and that the only explanation for centripetal force would seem to be gravity implies that magnetic force and gravity are of the same 'ilk'.   I state that just as a support for the idea that magnets do not involve electrons - unless you think gravity involves electrons 

That is an incorrect assumption
When we ionize a magnetic material it loses its' magnetism
The 'magnetic memory' is stored nucleically, and it becomes a magnet again
when it deionizes.
The motion of the electron defines the magnetic moment

[Eighthman]

I can now understand why gravity and magnetism would be of the same "ilk" - as magnetism is caused by centrifugal force, spinning a bit of space around by electrons.  Compress that space/vacuum or curve it ( a la Relativity) and you've got gravity, right?