Abstract
In this paper, we get theU1 potential without singular string for an accelerated magnetic pole. To obtain this we find its equivalentSU2 potential, which could be expressed by anU1-invariant section of theSU2/U1 coset bundle. Then we could superpose linearly the correspondingU1 potentials to get the potential of an accelerated system of monopoles and electric charges in the general case. By the way, we also discuss the criterion forU1 field to be in one-to-one correspondence with anU1-invariant section and the condition for aSU2 field to be reducible to anU1 field.
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