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Christoph Haederli - Les thèses en ligne de l'INP - Institut National ...

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NP Control with Carrier based PWM 101<br />

modulation <strong>de</strong>pth and load angle cos(ϕ) to <strong>de</strong>termine the transition points to switch over from one<br />

scheme to another, which is illustrated in Figure 67. DC CM injection (with limitation to maximum<br />

NP curr<strong>en</strong>t CM values as indicated in TABLE 33) is very effective over a very large range of<br />

operation, including reactive power at low modulation <strong>de</strong>pth. However, it has very poor<br />

performance for pure reactive power at high modulation <strong>de</strong>pth, which is pointed out by the zoom<br />

in Figure 67. In this region, clearly 6 th harmonic injection performs better.<br />

(a)<br />

(b)<br />

Figure 67, Maximum obtainable NP curr<strong>en</strong>ts, a) DC CM injection, b) 6 th harmonic injection<br />

To <strong>de</strong>termine the transition point, the two graphs have be<strong>en</strong> combined into one (Figure 68 b).<br />

The area improved by the 6 th harmonic injection is rather small. However, this is the area where<br />

STATCOM’s are operating: high modulation in<strong>de</strong>x and very low cos(ϕ). The performance<br />

improvem<strong>en</strong>t is very significant in this case. This ev<strong>en</strong> holds true for pure reactive power and<br />

highest physically possible modulation in<strong>de</strong>x.<br />

(a)<br />

(b)<br />

Figure 68, maximum obtainable NP curr<strong>en</strong>ts, a) optimal CM injection based on true real time<br />

NP curr<strong>en</strong>t function, b) constrained DC and 6 th harmonic injection

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