“…The distributed magnetometive force of each segment is replaced by its centralized magnetometive force, the distributed leakage magnetic flux of each segment is replaced by its normalized leakage magnetic flux. In Figure 7, which is the equivalent magnetic circuit of the twin-E electromagnetic mechanism of AC contactor, the iN′, iN δ and IN″ represent separately the magnetometive forces distributed in the moving iron segment, the air-gap segment and the static iron segment, Z′ 1 and Z″ 1 .representing the reluctances of the center cylinder-shaped parts of the moving iron and static iron separately, Z′ 2 and Z″ 2 representing the reluctances of the cylinder-shaped parts of the irons at the bottom and the top separately, Z′ 3 and Z″ 3 representing the reluctances of the side cylinders of the moving and static irons separately, R′ y and R″ 3 being the normalized leakage magnetic fluxes of the moving iron and the static iron, R δ representing the reluctance of the center magnetic iron work gap, R δ1 an R δ2 representing the reluctances of the work gaps inside or outside of the flux-splitting ring mounted on the side iron cylinder, i s representing the induced current through the flux-splitting ring, N s representing the number of the flux-splitting ring turns taken as 1 in this paper, and 0, The equivalent electromagnetic circuit shown in Figure 7 is geometrical symmetrical, it can be simplified further. Then the computer software (omitted in this paper) is programmed to calculate iteratively.…”