Principle of Magnetodynamics for Composite Magnetic Pole

It is shown in this paper that geometry provides the key to the new \textit{magnetodynamics} principle of operation of the machine (invented by Dr. Ezekiel Izuogu) which has an unexpected feature of driving a motor with static magnetic field. Essentially, because an array of like magnetic poles of the machine is arranged in a half circular array of a cylindrical geometry, the array creates a non-pointlike magnet pole that may be represented by a ``magnetic current loop'' at the position of the pivot of the movable arm. As a result, in three-dimensional space, it is possible to characterize the symmetry of the stator magnetic field \textbf{B} and the magnetic current loop \textbf{J} as a cube-hexagon system by a 6-vector (\textbf{J},\textbf{B}) (with \textbf{J}.\textbf{B}$\ne $\textbf{0)} comprising a 4x4 antisymmetric tensor analogous to the conventional electric and magnetic 6-vector \textbf{(E,B}) (with \textbf{E}.\textbf{B}$\ne $\textbf{0)} comprising the 4x4 antisymmetric tensor of classical electrodynamics The implications are discussed.