Journal: Dirac Magnetic Monopole

In 1931, Dirac predicted that the existence of one magnetic monopole in universe would explain the quantization of the electric charge. In his paper, he also derived the magnetic charge of this monopole.

While examining his work, I noticed that his derivation is incorrect, because he used vector potential A to represent the magnetic field of the stationary magnetic monopole. However, based on the Helmholtz decomposition theorem, scalar potential must have been used. Interestingly, this result can be used to show that magnetic monopoles do not exist. Consequently, the magnetic field is only the result of moving electric charges.

The following papers demonstrate all the details in depth.

Field of the Magnetic Monopole http://ahadjesfandiari.googlepages.com/monopole1.pdf

Abstract: This paper shows that based upon the Helmholtz decomposition theorem the field of a stationary magnetic monopole, assuming it exists, cannot be represented by a vector potential. Persisting to use vector potential in monopole representation violates fundamentals of mathematics. The importance of this finding is that the vector potential representation was crucial to the originalprediction of the quantized value for a magnetic charge.

Comment: An older version of this paper can be found in arXiv.org at Cornell University.

http://arxiv.org/abs/physics/0701232/

Inconsistency of Magnetic Monopole http://ahadjesfandiari.googlepages.com/monopole2.pdf

Abstract: It is simply demonstrated that the Hamiltonian for an electric point charge interacting with a fixed magnetic monopole does not exist. Therefore, the concept of magnetic monopole is inconsistent within the theory of electrodynamics.

Comment: This paper has been removed from arXiv.org at Cornell University by some moderators.

NOTE: Due to the obvious controversial issues, no physics journal has yet been able to publish these papers.