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

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Voltage source PWM inverter for PMSM supply<br />

*<br />

( U α<br />

,<br />

_ real<br />

*<br />

U β _ real<br />

) and delivered to pulse width modulation (PWM) modulator block<br />

<strong>with</strong> real non-linear inverter. As a result the output voltages ( U α _ out<br />

, U β _ out<br />

) are distorted<br />

(green signals) and as consequence the phase currents ( I α _ out<br />

, I β _ out<br />

) in the load (red<br />

signals) are also distorted.<br />

*<br />

U *<br />

α _ideal<br />

U α _ real<br />

*<br />

*<br />

U β<br />

U<br />

_ideal<br />

β _ real<br />

PWM<br />

Modulator<br />

S<br />

A<br />

S B<br />

S C<br />

Inverter<br />

U α _out<br />

U β _out<br />

I α _ out<br />

I β _out<br />

Load<br />

Figure 3.13 Block diagram illustrated the dead time effect and voltage drop across power<br />

devices in three phase motor supplied from non-ideal voltage source inverter.<br />

Pulsation <strong>of</strong> the DC link voltage [19]<br />

In practice it should be take into account that the real input dc-link voltage required for<br />

supply VSI is not ideal. It has ripples and fluctuation, because <strong>of</strong> not ideal filtering and<br />

disadvantages <strong>of</strong> diode rectifier. Therefore, the quality <strong>of</strong> dc-link voltage has impact on<br />

the output voltage from inverter. If dc-link voltage will change we can observed the<br />

changing at the output <strong>of</strong> inverter. In order to overcome this problem:<br />

• in PWM modulator we can not assume a constant dc-link voltage and we should<br />

measured this voltage in order to calculate the modulation index (see subchapter<br />

3.3),<br />

41

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