diff --git a/mct/includes/elektrotechnik.tex b/mct/includes/elektrotechnik.tex
index 8aae8a5..3e43c11 100644
--- a/mct/includes/elektrotechnik.tex
+++ b/mct/includes/elektrotechnik.tex
@@ -52,7 +52,7 @@ \section{Elektrotechnik}
\]
\begin{center}
- \includegraphics[width=0.35\textwidth]{includes/figures/widerstand.pdf}
+ \includegraphics[width=0.35\textwidth]{includes/figures/defi_widerstand.pdf}
\end{center}
\end{defi}
diff --git a/mct/includes/figures/bonus_logikgatter.pdf b/mct/includes/figures/bonus_logikgatter.pdf
new file mode 100644
index 0000000..ed4a05f
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diff --git a/mct/includes/figures/bonus_sr_latch.pdf b/mct/includes/figures/bonus_sr_latch.pdf
new file mode 100644
index 0000000..0317c96
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diff --git a/mct/includes/figures/defi_d_flipflop.pdf b/mct/includes/figures/defi_d_flipflop.pdf
new file mode 100644
index 0000000..2fea2b8
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diff --git a/mct/includes/figures/defi_driver.pdf b/mct/includes/figures/defi_driver.pdf
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index 0000000..e9429ca
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diff --git a/mct/includes/figures/defi_driver_symbol.pdf b/mct/includes/figures/defi_driver_symbol.pdf
new file mode 100644
index 0000000..0c7de22
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diff --git a/mct/includes/figures/defi_logikgatter.pdf b/mct/includes/figures/defi_logikgatter.pdf
new file mode 100644
index 0000000..e162a88
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diff --git a/mct/includes/figures/defi_lr_latch_clock.pdf b/mct/includes/figures/defi_lr_latch_clock.pdf
new file mode 100644
index 0000000..12ec7e7
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diff --git a/mct/includes/figures/defi_lr_latch_clock2.pdf b/mct/includes/figures/defi_lr_latch_clock2.pdf
new file mode 100644
index 0000000..8dfa8bc
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diff --git a/mct/includes/figures/microcontroller.pdf b/mct/includes/figures/defi_microcontroller.pdf
similarity index 100%
rename from mct/includes/figures/microcontroller.pdf
rename to mct/includes/figures/defi_microcontroller.pdf
diff --git a/mct/includes/figures/defi_msp432_port.pdf b/mct/includes/figures/defi_msp432_port.pdf
new file mode 100644
index 0000000..e2c8b8f
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diff --git a/mct/includes/figures/defi_msp432_speicher.pdf b/mct/includes/figures/defi_msp432_speicher.pdf
new file mode 100644
index 0000000..069bc4e
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diff --git a/mct/includes/figures/defi_multiplexer.pdf b/mct/includes/figures/defi_multiplexer.pdf
new file mode 100644
index 0000000..a5ebeeb
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diff --git a/mct/includes/figures/defi_npn.pdf b/mct/includes/figures/defi_npn.pdf
new file mode 100644
index 0000000..8b19616
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diff --git a/mct/includes/figures/defi_pnp.pdf b/mct/includes/figures/defi_pnp.pdf
new file mode 100644
index 0000000..d8aff27
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diff --git a/mct/includes/figures/defi_pulsgenerator.pdf b/mct/includes/figures/defi_pulsgenerator.pdf
new file mode 100644
index 0000000..564986b
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diff --git a/mct/includes/figures/defi_sr_latch.pdf b/mct/includes/figures/defi_sr_latch.pdf
new file mode 100644
index 0000000..9737c71
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diff --git a/mct/includes/figures/widerstand.pdf b/mct/includes/figures/defi_widerstand.pdf
similarity index 100%
rename from mct/includes/figures/widerstand.pdf
rename to mct/includes/figures/defi_widerstand.pdf
diff --git a/mct/includes/figures/mct.xml b/mct/includes/figures/mct.xml
index ad99116..f3306b2 100644
--- a/mct/includes/figures/mct.xml
+++ b/mct/includes/figures/mct.xml
@@ -1 +1 @@
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\ No newline at end of file
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
\ No newline at end of file
diff --git a/mct/includes/grundlagen.tex b/mct/includes/grundlagen.tex
index b125c5f..2993a4f 100644
--- a/mct/includes/grundlagen.tex
+++ b/mct/includes/grundlagen.tex
@@ -17,7 +17,7 @@ \section{Grundlagen}
\vspace{1em}
\begin{center}
- \includegraphics[width=0.75\textwidth]{includes/figures/microcontroller.pdf}
+ \includegraphics[width=0.75\textwidth]{includes/figures/defi_microcontroller.pdf}
\end{center}
\end{defi}
diff --git a/mct/includes/hardware.tex b/mct/includes/hardware.tex
index 9018c57..9b35c36 100644
--- a/mct/includes/hardware.tex
+++ b/mct/includes/hardware.tex
@@ -1 +1,318 @@
-\section{Hardware-Software Schnittstelle}
\ No newline at end of file
+\section{Hardware-Software Schnittstelle}
+
+\begin{defi}{Transistor}
+ \emph{TRANsfer reSISTOR (Transistor)} bedeutet soviel wie \enquote{steuerbarer Widerstand}.
+
+ Im Kontext der Digitaltechnik reicht uns die einfache Vorstellung eines CMOS Transistors als durch Spannung gesteuerte Schalter.
+ Sie bestehen aus \texttt{Emitter}, \texttt{Collector} und \texttt{Base}
+
+ \begin{minipage}[t]{0.45\textwidth}
+ Der \emph{n-Typ} Transistor schließt, wenn an der Base 3.3V anliegt.
+
+ \begin{center}
+ \includegraphics[width=0.5\textwidth]{includes/figures/defi_npn.pdf}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}[t]{0.1\textwidth}
+ \
+ \end{minipage}
+ \begin{minipage}[t]{0.45\textwidth}
+ Der \emph{p-Typ} Transistor schließt, wenn an der Base 0V anliegt.
+
+ \begin{center}
+ \includegraphics[width=0.5\textwidth]{includes/figures/defi_pnp.pdf}
+ \end{center}
+ \end{minipage}
+\end{defi}
+
+\begin{defi}{Logikgatter mit Transistoren}
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \emph{NICHT (NOT)}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \emph{UND (AND)}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \emph{ODER (OR)}
+ \end{center}
+ \end{minipage}
+
+ \includegraphics[width=\textwidth]{includes/figures/defi_logikgatter.pdf}
+
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \begin{tabular}{|c||c|}
+ \hline
+ $A$ & $\bar{A}$ \\\hline\hline
+ 0 & 1 \\\hline
+ 1 & 0 \\\hline
+ \end{tabular}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \begin{tabular}{|c|c||c|}
+ \hline
+ $A$ & $B$ & $A \land B$ \\\hline\hline
+ 0 & 0 & 0 \\\hline
+ 0 & 1 & 0 \\\hline
+ 1 & 0 & 0 \\\hline
+ 1 & 1 & 1 \\\hline
+ \end{tabular}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \begin{tabular}{|c|c||c|}
+ \hline
+ $A$ & $B$ & $A \lor B$ \\\hline\hline
+ 0 & 0 & 0 \\\hline
+ 0 & 1 & 1 \\\hline
+ 1 & 0 & 1 \\\hline
+ 1 & 1 & 1 \\\hline
+ \end{tabular}
+ \end{center}
+ \end{minipage}
+\end{defi}
+
+\begin{bonus}{Logikgatter mit Transistoren}
+ Da \emph{UND} und \emph{OR} am Ende negiert werden müssen, sind \emph{NAND} und \emph{NOR} \enquote{leichter} zu bauen:
+
+ \begin{center}
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \emph{NAND}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \emph{NOR}
+ \end{center}
+ \end{minipage}
+
+ \includegraphics[width=0.66\textwidth]{includes/figures/bonus_logikgatter.pdf}
+
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \begin{tabular}{|c|c||c|c|}
+ \hline
+ $A$ & $B$ & $A \land B$ & $\lnot (A \land B)$ \\\hline\hline
+ 0 & 0 & 0 & 1 \\\hline
+ 0 & 1 & 0 & 1 \\\hline
+ 1 & 0 & 0 & 1 \\\hline
+ 1 & 1 & 1 & 0 \\\hline
+ \end{tabular}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}[t]{0.33\textwidth}
+ \begin{center}
+ \begin{tabular}{|c|c||c|c|}
+ \hline
+ $A$ & $B$ & $A \lor B$ & $\lnot (A \lor B)$ \\\hline\hline
+ 0 & 0 & 0 & 1 \\\hline
+ 0 & 1 & 1 & 0 \\\hline
+ 1 & 0 & 1 & 0 \\\hline
+ 1 & 1 & 1 & 0 \\\hline
+ \end{tabular}
+ \end{center}
+ \end{minipage}
+ \end{center}
+\end{bonus}
+
+\begin{defi}{Treiber}
+ \begin{center}
+ \emph{Treiber (Three-State Driver)}
+ \end{center}
+
+ \begin{minipage}{0.5\textwidth}
+ \begin{center}
+ \includegraphics[width=0.66\textwidth]{includes/figures/defi_driver.pdf}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}{0.5\textwidth}
+ \begin{center}
+ \includegraphics[width=0.4\textwidth]{includes/figures/defi_driver_symbol.pdf}
+
+ \begin{tabular}{|c|c||c|}
+ \hline
+ $A$ & $\bar{G}$ & $Y$ \\\hline\hline
+ 0 & 0 & 0 \\\hline
+ 0 & 1 & nc\footnote{\enquote{not connected bzw. dritter hochohmiger Zustand}} \\\hline
+ 1 & 0 & 1 \\\hline
+ 1 & 1 & nc \\\hline
+ \end{tabular}
+ \end{center}
+ \end{minipage}
+\end{defi}
+
+\begin{defi}{Multiplexer}
+ Ein \emph{Multiplexer} wird genutzt um an einen Ausgang mehrere Eingänge anzuschließen, die einzeln weitergeleitet werden.
+
+ \begin{minipage}{0.5\textwidth}
+ \begin{center}
+ \includegraphics[width=0.3\textwidth]{includes/figures/defi_multiplexer.pdf}
+ \end{center}
+ \end{minipage}
+ \begin{minipage}{0.5\textwidth}
+ \begin{center}
+ \begin{tabular}{|c|c|c|c|c|c||c|c|}
+ \hline
+ $A$ & $B$ & $C$ & $D$ & $S_1$ & $S_2$ & $Y$ & $Y$ \\\hline\hline
+ 0 & * & * & * & 0 & 0 & $A$ & 0 \\\hline
+ 1 & * & * & * & 0 & 0 & $A$ & 1 \\\hline
+ * & 0 & * & * & 0 & 1 & $B$ & 0 \\\hline
+ * & 1 & * & * & 0 & 1 & $B$ & 1 \\\hline
+ * & * & 0 & * & 1 & 0 & $C$ & 0 \\\hline
+ * & * & 1 & * & 1 & 0 & $C$ & 1 \\\hline
+ * & * & * & 0 & 1 & 1 & $D$ & 0 \\\hline
+ * & * & * & 1 & 1 & 1 & $D$ & 1 \\\hline
+ \end{tabular}
+ \end{center}
+ \end{minipage}
+\end{defi}
+
+\begin{defi}{SR-Latch}
+ \begin{center}
+ \includegraphics[width=0.5\textwidth]{includes/figures/defi_sr_latch.pdf}
+ \end{center}
+\end{defi}
+
+\begin{bonus}{SR-Latch Übergänge}
+ \begin{center}
+ \includegraphics[width=0.75\textwidth]{includes/figures/bonus_sr_latch.pdf}
+ \end{center}
+\end{bonus}
+
+\begin{defi}{SR-Latch mit Takt}
+ Durch die UND-Gatter werden die Set und Reset-Signale nur weitergeleitet, wenn das Clock-Signal HIGH ist.
+
+ \begin{center}
+ \includegraphics[width=0.75\textwidth]{includes/figures/defi_lr_latch_clock.pdf}
+ \end{center}
+
+ Alternativ kann man das Reset Signal mit NOT-Set ersetzen:
+
+ \begin{center}
+ \includegraphics[width=0.75\textwidth]{includes/figures/defi_lr_latch_clock2.pdf}
+ \end{center}
+\end{defi}
+
+\begin{defi}{Pulsgenerator}
+ Häufig soll die Datenübernahme nur bei einer steigenden oder fallenden Flanke des Clock-Signals erfolgen.
+ Dazu wird ein Pulsgenerator eingesetzt.
+
+ Sei $\Delta$ die Verzögerung, die die Bauteile zum \enquote{schalten} benötigen:
+
+ \begin{center}
+ \includegraphics[width=0.75\textwidth]{includes/figures/defi_pulsgenerator.pdf}
+ \end{center}
+\end{defi}
+
+\begin{defi}{D-Flipflop}
+ Ein \emph{D-Flipflop} kombiniert das D-Latch mit einer Flankensteuerung:
+
+ \begin{center}
+ \includegraphics[width=0.75\textwidth]{includes/figures/defi_d_flipflop.pdf}
+ \end{center}
+\end{defi}
+
+\begin{defi}{MSP432 Speicher Layout}
+ ARM Prozessoren besitzen eine Harvard-Architektur.
+ Der MSP432 besitzt 32-Bit Adressbusse und 32-Bit Datenbusse.
+
+ Aus der Programmier-Perspektive zeigt jede Adresse jedoch auf einen Byte (8 Bit), nicht ein ganzes 32-Bit Wort.
+
+ Der MSP432 hat einen 4GB Adressraum, der in 512MB-Zonen unterteilt ist:
+
+ \includegraphics[width=\textwidth]{includes/figures/defi_msp432_speicher.pdf}
+\end{defi}
+
+\begin{defi}{GPIO-Register}
+ \begin{wrapfigure}{r}{0.35\textwidth}
+ \begin{center}
+ \includegraphics[width=0.3\textwidth]{includes/figures/defi_msp432_port.pdf}
+ \end{center}
+ \end{wrapfigure}
+
+ Die Einstellungen für einen GPIO Port befinden sich in mehreren Registern.
+ Sie sind in folgende Register unterteilt:
+ \begin{itemize}
+ \item \texttt{SEL1}: Select1
+ \item \texttt{SEL2}: Select2
+ \item \texttt{REN}: Resistor Enable
+ \item \texttt{DIR}: Richtung (Direction)
+ \item \texttt{OUT}: Ausgangspegel
+ \item \texttt{IN}: Eingangspegel
+ \end{itemize}
+\end{defi}
+
+\begin{bonus}{Bitmaske}
+ Man kann durch die \texttt{msp.h} Bibliothek byteweise auf Register zugreifen.
+ Jedoch möchte man anliegende Leitungen nicht beeinflussen.
+
+ Dazu kann man durch logische Verknüpfungen einzelne Bits verändern.
+
+ Sei P1 bis auf das letzte bit (\texttt{$\alpha$}) unbekannt, die Maske für P1.1 \texttt{0000 0001}:
+
+ \begin{center}
+ \begin{tabular}{|c|c|c|c|c|}
+ \hline
+ $\text{P1} \land \text{Maske}$ & $\text{P1} \land \lnot \text{Maske}$ & $\text{P1} \lor \text{Maske}$ & $\text{P1} \lor \lnot \text{Maske}$ & $\text{P1} \oplus \text{Maske}$ \\\hline\hline
+ \texttt{0000 0000$\alpha$} & \texttt{.... ...0} & \texttt{.... ...1} & \texttt{1111 1111$\alpha$} & \texttt{.... ...$\lnot \alpha$} \\\hline
+ \end{tabular}
+ \end{center}
+
+ Wir sehen, dass wir um $\alpha$ zu verändern folgende Verknüpfungen nehmen müssen:
+ \begin{itemize}
+ \item \texttt{0}: $\land \lnot (\text{0000 0001})$
+ \item \texttt{1}: $\lor (\text{0000 0001})$
+ \item \texttt{$\lnot \alpha$}: $\oplus (\text{0000 0001})$
+ \end{itemize}
+\end{bonus}
+
+\begin{example}{C Schnittstelle zur Peripherie}
+ Wenn wir P1.0\footnote{Auf dem MSP432 die rote LED} als Output setzen wollen, können wir die Register wie folge manipulieren:
+
+ \begin{lstlisting}[language=c]
+ #include msp.h
+
+ #define BIT0 (uint16_t) (0x0001) // 0000 0001
+
+ // Select GPIO mode
+ P1->SEL0 &= ~BIT0 // .... ...0
+ P1->SEL1 &= ~BIT0 // .... ...0
+
+ // Set as output
+ P1->DIR |= BIT0 // .... ...1
+
+ // Modify output
+ P1->OUT &= ~BIT0 // .... ...0 - Clear P1.0
+ P1->OUT |= BIT0 // .... ...1 - Set P1.0
+ P1->OUT ^= BIT0 // TOGGLE P1.0
+ \end{lstlisting}
+\end{example}
+
+\begin{example}{C Schnittstelle zur Peripherie}
+ Wenn wir P5.1\footnote{Auf dem MSP432 Schalter 1} als Input setzen wollen, können wir die Register wie folge manipulieren:
+
+ \begin{lstlisting}[language=c]
+ #include msp.h
+
+ #define BIT1 (uint16_t) (0x0002) // 0000 0010
+
+ // Select GPIO mode
+ P5->SEL0 &= ~BIT1 // .... ...0
+ P5->SEL1 &= ~BIT1 // .... ...0
+
+ // Set as input
+ P5->DIR &= ~BIT1 // .... ...0
+
+ // Read P5
+ P5->IN
+ \end{lstlisting}
+\end{example}
\ No newline at end of file
diff --git a/swt/includes/figures/diagrams.xml b/swt/includes/figures/diagrams.xml
index 46a51c3..a517045 100644
--- a/swt/includes/figures/diagrams.xml
+++ b/swt/includes/figures/diagrams.xml
@@ -1 +1 @@
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