svpwm method based on 120°ab coordinate system
A technology of a coordinate system and a static coordinate system, which is applied in the control system, vector control system, control generator, etc., and can solve the problems of inconvenient digital controller implementation and complex calculation methods.
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Embodiment 1
[0103] This embodiment adopts the large sector mode as follows:
[0104] The first step, the establishment of the 120°AB coordinate system:
[0105] In the 120°AB coordinate system, the A axis coincides with the α axis of the α-β stationary coordinate system, the origin coincides with the origin of the α-β stationary coordinate system, and the B axis coincides with the unit vector in the α-β stationary coordinate system coincide,
[0106] The component u of the modulated target space voltage vector u in the 120°AB coordinate system A , u B With its component u in the α-β stationary coordinate system α , u β , the component u in the d-q synchronously rotating coordinate system d , u q , and the component u in the three-phase 120° coordinate system a , u b and u c The transformation relations between them are shown in the following equations (1)-(3):
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[0108]
[0109]
[0110] In formula (3), u 0 =0, it is the artificially added zero axis;
[0111]...
Embodiment 2
[0139] This embodiment adopts the small sector mode.
[0140] The first step, the establishment of the 120°AB coordinate system:
[0141] In the 120°AB coordinate system, the A axis coincides with the α axis of the α-β stationary coordinate system, the origin coincides with the origin of the α-β stationary coordinate system, and the B axis coincides with the unit vector in the α-β stationary coordinate system coincide,
[0142] The component u of the modulated target space voltage vector u in the 120°AB coordinate system A , u B With its component u in the α-β stationary coordinate system α , u β , the component u in the d-q synchronously rotating coordinate system d , u q , and the component u in the three-phase 120° coordinate system a , u b and u c The transformation relations between them are shown in the following equations (1)-(3):
[0143]
[0144]
[0145]
[0146] In formula (3), u 0 =0, it is the artificially added zero axis;
[0147] The second...
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