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Control and Design of Microgrid Components - Power Systems ...

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g 4 ) can never be closed at the same time to avoid shorting the DC voltage source <strong>and</strong> one switch<br />

per leg must always be closed to provide a path for the AC current to flow.<br />

V DC<br />

+<br />

g 1<br />

g 2<br />

g3<br />

Inverter<br />

Terminals<br />

C<br />

g 4 g 5 g 6<br />

B<br />

A<br />

Figure 6.9 Inverter Switch Topology.<br />

This section shows the implementation <strong>of</strong> the space vector modulation technique to synthesize<br />

the voltage at the terminals <strong>of</strong> the inverter.<br />

Gate Pulse Generator<br />

V<br />

δ<br />

V<br />

Calculation <strong>of</strong><br />

Conduction Times<br />

Δ t o<br />

Δ t i<br />

Δ t j<br />

Look Up Table<br />

For Switching<br />

Positions<br />

g<br />

1<br />

g<br />

2<br />

g<br />

3<br />

g<br />

4<br />

g<br />

5<br />

g<br />

6<br />

Figure 6.10 Voltage <strong>Control</strong> Blocks, Hardware with Space Vector Modulation.<br />

Figure 6.10 summarizes the operations <strong>of</strong> the gate pulse generator as included in Figure 3.2. The<br />

gate pulse generator is composed <strong>of</strong> a cascade <strong>of</strong> two blocks. The first block is responsible for<br />

calculating the real <strong>and</strong> imaginary components <strong>of</strong> the voltage vector, starting from the magnitude<br />

<strong>and</strong> angle. From the Cartesian components <strong>of</strong> the voltages the conduction times for each <strong>of</strong> the<br />

tree voltages are calculated. Two <strong>of</strong> these voltages are active voltages, while the third one is the<br />

zero vector. The conduction times will determine how long each vector will need to be applied<br />

for ultimately synthesizing the requested voltage. The information on the conduction time is then<br />

passed to another block, that reads on a look up table the switching sequence to apply at the gate<br />

86

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