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88\makeglossaries
99
10- \includeonly {tex/Lecture05.tex} % build only selected section
10+ \includeonly {tex/Lecture05.tex, tex/Lecture06.tex } % build only selected section
1111
1212\begin {document }
1313
Original file line number Diff line number Diff line change @@ -1368,17 +1368,18 @@ \subsection{Higher-pulse number converters}
13681368 \frametitle {Output voltage of a thyristor bridge converter with $ p$ pulses}
13691369 \begin {columns }
13701370 \begin {column }{0.5\textwidth }
1371- The average output voltage (under idealized CCM operation) of a thyristor bridge converter with $ p$ pulses is given by
1371+ \onslide <1->{ The average output voltage (under idealized CCM operation) of a thyristor bridge converter with $ p$ pulses is given by}
13721372 \begin {align }
1373- \overline {u}_2 & = \frac {p}{2\pi } \int _{\alpha -\frac {\pi }{p}}^{\alpha +\frac {\pi }{p}}\hat {u} \cos (\omega t) \mathrm {d}\omega t\notag \\
1374- & =\hat {u}\frac {p}{2\pi }\left [\sin\left (\alpha +\frac {\pi }{p}\right )- \sin\left (\alpha -\frac {\pi }{p}\right )\right ]\notag \\
1375- & = \hat {u}\frac {p}{\pi }\sin\left (\frac {\pi }{p}\right )\cos (\alpha\vphantom {\frac {\pi }{p}}).
1376- \end {align }
1377- Here, the maximum achievable voltage
1378- \begin {equation }
1379- \max _{\alpha } \overline {u}_2 = \hat {u}\frac {p}{\pi }\sin\left (\nicefrac {\pi }{p}\right )
1380- \end {equation }
1381- increases with the number of pulses $ p$ .
1373+ \onslide <1->{\overline {u}_2 & = \frac {p}{2\pi } \int _{\alpha -\frac {\pi }{p}}^{\alpha +\frac {\pi }{p}}\hat {u} \cos (\omega t) \mathrm {d}\omega t\notag } \\
1374+ \onslide <2->{ & =\hat {u}\frac {p}{2\pi }\left [\sin\left (\alpha +\frac {\pi }{p}\right )- \sin\left (\alpha -\frac {\pi }{p}\right )\right ]\notag \\
1375+ & = \hat {u}\frac {p}{\pi }\sin\left (\frac {\pi }{p}\right )\cos (\alpha\vphantom {\frac {\pi }{p}}).}
1376+ \end {align }%
1377+ \onslide <3->{
1378+ Here, the maximum achievable voltage
1379+ \begin {equation }
1380+ \max _{\alpha } \overline {u}_2 = \hat {u}\frac {p}{\pi }\sin\left (\nicefrac {\pi }{p}\right )
1381+ \end {equation }
1382+ increases with the number of pulses $ p$ .}
13821383 \end {column }
13831384 \begin {column }{0.5\textwidth }
13841385 \begin {figure }
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