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SENSORLESS FIELD ORIENTED CONTROL OF BRUSHLESS ...

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Figure 3.46 – Simulation diagram for BPMS motor in stationary reference frame.<br />

The stationary model is essentially the same as the phase-variable model, less one phase. Since<br />

the SV (or αβ components) cannot contain a ZS component, it is clear that a wye-connected<br />

machine is modeled exactly as shown (since we do not have independent control of the third<br />

phase). This elimination of the redundant phase (and the orthogonalization of the coordinates) is<br />

the chief advantage of the stationary model, just as these were the chief advantages of using the<br />

SV. In addition, it was shown that the SV can be easily manipulated since it is a complex<br />

exponential. The additional benefit of the SV model (over the αβ model) then is that the<br />

(electrical or magnetic) quantities are all space vectors instead of components. This can be drawn<br />

as Figure 3.47, where the double lines indicate SV quantities. The applied voltage is shown as<br />

broken out into is αβ components (this idea was taken from [166]). There is no difference<br />

between this and the former model except it clearly emphasizes the SV as an entity (as opposed to<br />

treating its components separately).<br />

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