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

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12 Introduction<br />

TABLE 4, USE OF BRACES<br />

Syntax<br />

Explanation<br />

{010110101} BS Binary <strong>de</strong>finition of a converter state each bit indicating the state of a<br />

switching cell.<br />

{181} DS Decimal <strong>de</strong>finition of a converter state.<br />

{13} DSa Decimal <strong>de</strong>finition of converter phase leg state.<br />

{13 – 7 – 3} DSa Sequ<strong>en</strong>ce of converter phase leg states.<br />

{231} 3D 3-D space vector in abc coordinates<br />

{120} 2D 2-D space vector using abc coordinates but referring to any vector<br />

with the same αβ coordinates.<br />

{234 – 224 – 223} 3D Sequ<strong>en</strong>ce of 3D space vectors g<strong>en</strong>erated by a modulator<br />

{324 – 102} MV Modified vector<br />

{310 – 431} VV1 Virtual vector type 1<br />

{410 – 430} VV2 Virtual vector type 2<br />

{C 1C 2C 3C 4} Or<strong>de</strong>r of phase shifted carriers<br />

2.5 Additional remarks<br />

Some of the topology graphs in the beginning of the thesis inclu<strong>de</strong> leg<strong>en</strong>ds for GND, supply<br />

voltage and output voltage. This is omitted for the majority of graphs in the remain<strong>de</strong>r of the thesis<br />

for simplicity. The same <strong>de</strong>finitions also apply for those graphs.

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