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SENSORLESS FIELD ORIENTED CONTROL OF BRUSHLESS ...

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Figure 5.27 – Stationary regulator in synchronous frame.<br />

It must be emphasized that this is only a representation of the compensators that are physically<br />

operating in the stationary frame—control is not actually executed in the synchronous frame.<br />

Figure 5.27 shows that as the frequency of operation increases, the magnitude of the crosscoupling<br />

terms increases, causing phase lag in the output (the d-component is made larger while<br />

the q-component is made smaller). It is already known that the compensator will experience<br />

phase lag and a reduction of gain with increasing frequency—viewing the compensator in the<br />

synchronous frame simply exposes the fact in a different form. Finally, the cross coupling forms<br />

an oscillator but the oscillations are not present in steady state. However, they can be excited by<br />

transients and small-signal resonance is possible [78, pp.343-344]; this unwanted feature is not<br />

present in the synchronous regulator described next.<br />

Now the same investigation can be repeated for the synchronous regulator. This was encountered<br />

as Figure 5.12 but again the current control will be isolated from the torque control. The<br />

simplified synchronous regulator in the synchronous frame is shown in Figure 5.28.<br />

Figure 5.28 – Synchronous regulator in synchronous frame.<br />

As with the stationary regulator in its native frame, the synchronous regulator in its native frame<br />

exhibits no cross coupling. This demonstrates that it will not have the phase lag problems the<br />

232

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