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Direct Torque Control with Space Vector Modulation (DTC-SVM) of ...

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<strong>Direct</strong> <strong>Torque</strong> <strong>Control</strong> <strong>with</strong> <strong>Space</strong> <strong>Vector</strong> <strong>Modulation</strong><br />

M<br />

e_ ref( z)<br />

P ( ) M<br />

z<br />

C ( ) M<br />

z<br />

U sy<br />

Dz ( )<br />

z −1<br />

G ( ) M<br />

z<br />

}<br />

AM<br />

s<br />

ZOH<br />

2<br />

s + B s+<br />

C<br />

M<br />

M<br />

M ( ) e<br />

z<br />

Figure 5.40. Block diagram <strong>of</strong> torque control loop <strong>with</strong> prefilter in discrete domain.<br />

Finally, the reference tracking performance <strong>of</strong> closed torque control loop <strong>with</strong> prefilter is<br />

presented in Fig. 5.41.<br />

Figure 5.41. a) Reference tracking performance <strong>of</strong> the torque control loop for sampling time<br />

Ts<br />

= 200µ<br />

s, b) <strong>with</strong> denoted rise time, overshoot and settling time.<br />

In digital control when the sampling time is changing the parameters <strong>of</strong> digitalized plant<br />

control AMd, BMd,<br />

C<br />

Md<br />

will be also changes. It is normally that the parameters <strong>of</strong> PI torque<br />

control will be changes also (see Table 5.4.).<br />

Simulation for PI flux calculated parameters <strong>with</strong> and <strong>with</strong>out prefilter are shown in Fig.<br />

5.42a-b. Also torque step response for different level <strong>of</strong> reference torque are presented in Fig.<br />

5.43.<br />

105

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