“…Therefore, in (12), only the first two terms on the right side need to be considered. Following the same principle, using Taylor's series expansion and neglecting high order differentiation terms with coefficients , with , the following terms appearing in (11) may be simplified to (13) (14) (15) Substituting (13), (14), and (15) into (11), the converted mechanical energy may then be expressed as (16) Then according to (6), the torque equation may finally be expressed as (17) Comparing (17) with (3), (4), and noticing that armature current , and equivalent PM current are defined for an arbitrary rotor position, the torque equation may be written more compactly as (18) As discussed above, the equivalent PM current in (18) is governed by (4), and may be simplified to (5). Therefore, (18) may be further simplified to (19) This is the final torque equation proposed for prediction of the instantaneous torque accounting for saturation effects.…”