Principle of Emagnetodynamics For Composite Magnetic Pole

Abstract

It is shown in this paper that geometry provides the key to the emagnetodynamics 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 B and the magnetic current loop J as a geno-dual (cube-hexagon) system by a 6-vector (J,B) (with J.B =6 0) comprising a 4x4 antisymmetric tensor analogous to the conventional electric and magnetic 6-vector (E,B) (with E.B =6 0) comprising the 4x4 antisymmetric tensor of classical electrodynamics. The implications are discussed.