ÇUKUROVA UNIVERSITY INSTITUTE OF NATURAL AND APPLIED ...
ÇUKUROVA UNIVERSITY INSTITUTE OF NATURAL AND APPLIED ... ÇUKUROVA UNIVERSITY INSTITUTE OF NATURAL AND APPLIED ...
4. MODELING OF PROPOSED DVR Mustafa İNCİ 4.3.2. Voltage Injection Strategy Voltage sag and swell problems have several characteristic properties which must be compensate. Sag/swell magnitude and phase jump problem are the most important problems in sensitive loads. Therefore, the voltage injection strategies must be applied depend upon these major issues. The standard solution for compensating voltage sags is to reestablish the exact voltage before the sag. Therefore, the amplitude and the phase of the voltage before the sag have to be exactly restored. The resulting vector is shown in Figure 4.16.(Meyer et al., 2008) Figure 4.16 Phasor diagram of Pre-Sag Compensation methods In PSC method, determining pre-sag angle (θ presag ) is determined by using a phase freezer unit. In literature, conventional phase freezer unit is created by measuring the supply voltage (V s ) and freezing the phase angle of the supply voltage when sag occurs. The phase angle of the supply voltage is used as the reference phase angle of the load voltage (V l ) during sag operation as seen in Figure 4.17 (Delfino et al.,2005; Nielsen et al.,2004; Vilatgamuwa et al.,2002; Ajaei et al.,2011; Köroğlu,2012). 71
4. MODELING OF PROPOSED DVR Mustafa İNCİ Figure 4.17. Conventional phase freezer unit(Köroğlu,2012) The most important disadvantage of the conventional phase freezer unit is that it tracks both supply and load voltages and needs two independent voltage measurements. The conventional method works with no error in simulation environment but in practical it is very difficult to measure both supply and load side voltages. Supply measurement should be somewhere upstream of the fault which is difficult to locate and measure. To overcome the disadvantages of the conventional phase freezer unit, proposed algorithm is used in this thesis seen from Figure 4.20(Köroğlu,2012). The block diagram of the proposed DVR control system for single-phase is shown in Figure 4.19. Supply-side and load-side voltages are defined by (4.47) and (4.48), respectively v presag presag ( ω t + ϑ ) = V × cos (4.47) presag v l sl ( ω t + ϑ ) = V × cos (4.48) l Based on the presag compensation method, the voltage phasor, which must be injected by the DVR, is the complex difference between the supply voltage phasor and the presag supply voltage phasor, as shown in the vector diagram of Figure 4.17. This phasor ( V inj ) is calculated by the phasor subtraction unit, shown in Figure 4.18, 72
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4. MODELING <strong>OF</strong> PROPOSED DVR Mustafa İNCİ<br />
Figure 4.17. Conventional phase freezer unit(Köroğlu,2012)<br />
The most important disadvantage of the conventional phase freezer unit is<br />
that it tracks both supply and load voltages and needs two independent voltage<br />
measurements. The conventional method works with no error in simulation<br />
environment but in practical it is very difficult to measure both supply and load side<br />
voltages. Supply measurement should be somewhere upstream of the fault which is<br />
difficult to locate and measure. To overcome the disadvantages of the conventional<br />
phase freezer unit, proposed algorithm is used in this thesis seen from Figure<br />
4.20(Köroğlu,2012).<br />
The block diagram of the proposed DVR control system for single-phase is<br />
shown in Figure 4.19. Supply-side and load-side voltages are defined by (4.47) and<br />
(4.48), respectively<br />
v<br />
presag<br />
presag<br />
( ω t + ϑ )<br />
= V × cos (4.47)<br />
presag<br />
v<br />
l<br />
sl<br />
( ω t + ϑ )<br />
= V × cos (4.48)<br />
l<br />
Based on the presag compensation method, the voltage phasor, which must be<br />
injected by the DVR, is the complex difference between the supply voltage phasor<br />
and the presag supply voltage phasor, as shown in the vector diagram of Figure 4.17.<br />
This phasor ( V<br />
inj<br />
) is calculated by the phasor subtraction unit, shown in Figure 4.18,<br />
72