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Abstract:
It is shown that the magnetic monopole and the electric monopole can be generated on an unified model based on the Hopf bundle (S3=S2×S1) with the structure group U(1). The connection on the base manifold S2 is divided into two types,the type of electric monopole and the type of magnetic monopole. The magnetic charge obeys the quantized condition,and the electric monopole is the solution where the magnetic quantum number n=0. The electric monopole and the magnetic monopole have the theoretical identity. They are two different states of one physical object. The time coordinate is introduced by the homotopic shift,and the electric monopole appears in an active model in the Minkowski space. The theory is Lorentz invariant.
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