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Inverter to converter
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AliAbdelwanis committed Jan 28, 2025
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2 changes: 1 addition & 1 deletion exercise/fig/ex07/Single-phase_DC_Inverter.tex
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% (ju2x) ++(0,-0.8) to [open,v^=$u_\mathrm{2}(t)$,voltage = straight] ++(3.8,0);
\end{circuitikz}
\end{center}
\caption{Single-phase DC Inverter}
\caption{Single-phase DC converter}
\label{fig:Fig_Single-phase_DC_Inverter}
\end{figure}
10 changes: 5 additions & 5 deletions exercise/tex/exercise07.tex
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The following ideal single-phase DC converter
\input{fig/ex07/Single-phase_DC_Inverter.tex}

configured in a bridge topology and supplies a load consisting of an inductor and an internal load voltage. The inverter consists
configured in a bridge topology and supplies a load consisting of an inductor and an internal load voltage. The converter consists
of four transistors arranged in H-bridge configuration.

\begin{table}[ht]
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\caption{Parameters of the single-phase DC converter.}
\label{table:ex07_Task1_ParametersOfTheCircuit}
\end{table}
The inverter is modulated using PWM with a modulation index of $m=0.75$. Assuming ideal operation of the switching components, perform the following tasks:
The converter is modulated using PWM with a modulation index of $m=0.75$. Assuming ideal operation of the switching components, perform the following tasks:
% Subtask1
\subtask{Draw the inverter output voltage $u_\mathrm{2}(t)$ belonging to Fig. \ref{sfig:ex07_sub1.1_modulation}.
\subtask{Draw the converter's output voltage $u_\mathrm{2}(t)$ belonging to Fig. \ref{sfig:ex07_sub1.1_modulation}.
and its fundamental component $u^\mathrm{(1)}_\mathrm{2}(t)$. How large is the phase difference $\varphi_{2\mathrm{i}}$ of the voltage
fundamental component $u^\mathrm{(1)}_\mathrm{2}(t)$ compared to the internal load voltage $u_{2\mathrm{i}}(t)$?}

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Hint: The current harmonics $i^{(k)}_\mathrm{2}(t)$ are free of any bias.}

% Subtask4
\subtask{Draw the inverter's output current $i_\mathrm{2}(t)$, its fundamental wave $i^\mathrm{(1)}_\mathrm{2}(t)$
\subtask{Draw the converter's output current $i_\mathrm{2}(t)$, its fundamental wave $i^\mathrm{(1)}_\mathrm{2}(t)$
and its harmonics $i^{(k)}_\mathrm{2}(t)$ in Fig. \ref{sfig:ex07_sub1.4_current_and_components}.}

% Subtask5
\subtask{Mark the input current $i_\mathrm{i}(t)$ of the DC voltage inverter in the same figure of subtask 7.1.4.}
\subtask{Mark the input current $i_\mathrm{i}(t)$ of the DC voltage converter in the same figure of subtask 7.1.4.}
\input{fig/ex07/Fig_subtask1.1_modulation.tex}
\input{fig/ex07/Fig_subtask1.2.tex}
\input{fig/ex07/Fig_subtask1.3.tex}
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