The pole is not the point

I’m having some difficulties in explaining to pro’s in physics what I mean with a Monopole. It seems they are looking for a point while I’m looking at, well…a pole actually. State of the art research papers keep validating my perspective on these elusive entities, but the authors themselves appear somewhat mystified. Perhaps it would help if they imagined their data to relate to a pole instead of a point?
Always trying to be of help, I will now offer the idiots (that’s me, not the scientists) 101 on monopoles.


The above image is not how a monopole is described in physics and math. It sounds a bit strange perhaps, but this is how our friends in the Cold lab’s looks at it:

Ordinarily, magnetic poles come in pairs: they have both a north pole and a south pole. As the name suggests, however, a magnetic monopole is a magnetic particle possessing only a single, isolated pole—a north pole without a south pole, or vice versa.


So their monopoles are believed to be isolated points, being either sout or north. Perhaps this is because physics have adopted a lot of thinking that belongs to mathematics, not physics. In math, a pole is not a pole at all, but a particular singularity of a meromorphic function. The link to singularity is natural and valuable, because my very physical pole is, when in isolation and not in a pair, an essential singularity. But for now let’s stay physical. So the real monopole has no less than 2 ends to it. I repeat for clarity:
A Monopole has 2 ends of 1 extension.
A Monopole is NOT an isolated point.



The above image is a revision of Wikipedias piece on Monopoles. If you look it up, you will see that everything is backwards in the conventional picture where poles are believed to be points. From that perspective, I can easily understand why uniting electricity and magnetism is so difficult.
If we make a pole a pole, it is not difficult at all.

And as always I remind you of the fact that a single monopole, like the one pictured here, is likely to exist only once, and that would be as an initial universal state. A single monopole is not possible in a universe that is already evolving and “in space”. The single monopole is of such force that only itself can break it apart, and that is what symmetry breaking is about. But in my model, there’s no small quantum fluctuations that does it. Instead it is an inevitable effect caused by the forced geometry of the monopole/singularity and the sequence in which it operates.

But for now, the take away message is that a monopole is a pole of frequency, not a mathematical point, and that the pole itself, by spin, extends a surface of currency as it contracts towards its mean length.
And no, all notions of space are misleading since the singular monopole is non-dimensional.


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