FIELD: electrical engineering; permanent-magnet contactless torque motors.
SUBSTANCE: proposed motor has magnetically soft laminated or solid annular slotted stator carrying toothed poles and m-phase concentrated armature winding, phase number being a multiple of m = 2f ± 1, where f equals 1, 2, 3, ...; coils in each of its phases are spaced m stator pole pitches apart and connected in series; it also has rotor with N coaxially disposed magnetically soft laminated or solid toothed magnetic cores with relatively equal tooth pitches TZ and equal tooth number ZR which is a multiple of 2n at n equal to 2, 3, 4, ....Magnetic core number N is minimum two; when N is more than two, two extreme cores have same axial length LP and N minus two cores are internal ones of same axial length equal to double Lp. Every adjacent magnetic cores are turned from one another through half the tooth pitch TZ. Disposed between adjacent magnetic cores is layer of axially and unidirectionally saturated permanent magnets, bM thick, number of permanent magnets being N - 1. With magnetic core number N greater than two, one permanent magnet is disposed between every two cores, thickness bM of these permanent magnets being equal. Adjacent permanent magnets are separated by one internal magnetic core and magnetized in axially opposite directions. Magnetic cores and permanent magnets are mounted on common nonmagnetic bush whose thickness is greater than half the permanent-magnet layer bM. Tooth thickness bZP of each magnetic core equals half the TZ. Stator and magnetic-core poles are facing each other and are separated by air gap 5. Pole number is found from equation P = 2m x 2s, where s equals 0, 1, 2 ...; poles carry odd number of teeth Zc, bzc thick, tooth pitch is TZ; axes of adjacent teeth are offset with respect to one another through distance proportional to ±TZ-to-m ratio. Spline width between stator poles bspl equals minimum ten-fold air gap and is found from equation bspl = TZ x [(1 ± 1/m) - bZC/TZ]. Tooth number ZR is found from equation ZR = P x (ZC ± 1/m); bZC and bZP are interrelated by expression 2/3 ≤ bZC/bZP ≤ 1. Permanent magnets are made of high-coercivity alloy and have thickness bM and radial height hM meeting interrelated expressions 10 ≤ bM/δ ≤ 30 and 0.75 ≤ hM/LP ≤ 2.5. Active axial length of slotted stator is found from equation LC = 2LP + 2LP x (N - 2) + bM x (N - 1).Rotor magnetic cores are disposed axially and symmetrically relative to slotted stator.
EFFECT: enhanced torque and power characteristics, simplified design, facilitated manufacture, enhanced use of active materials, reduced mass and size, enlarged functional capabilities.
1 cl, 5 dwg, 3 tbl
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Authors
Dates
2006-10-10—Published
2005-04-29—Filed