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+\input tmp.inputs +\pagestyle{empty} +\begin{document} + \newcommand{\invisible}{\tiny\color{white}} + \psset{logicLabelstyle=\invisible} + \newcommand{\logicSymbol}{\small\boldmath\bf\rule{0pt}{0.5cm}} + \psset{logicSymbolstyle=\logicSymbol} + \psset{unit=0.6cm} + \psset{linewidth=0.03} + \begin{pspicture}(-3,-2)(3,2) + \pnode(-1,1.5){A} + \uput[l](-2.5,0|A){$S$} + \pnode(1,1.5){B} + \ground[connectingdot=false](2,1.5) + \relais(A)(B){} + \pnode(2.5,2.5){A3} + \uput[l](2.0,0|A3){$R$} + \pnode(4.5,2.5){B3} + \ground[connectingdot=false](5.5,2.5) + \relais(A3)(B3){} + \pnode(-0.5,0){C0} + \psline[arrows=-*](C0)(-1.5,0)(-1.5,1.5) + \pnode(0.5,0.3){D0} + \pnode(0.5,-0.3){E0} + \pnode(3,-0.3){C3} + \pnode(4,0){D3} + \pnode(4,-0.6){E3} + \psline[arrows=*-,linewidth=2\pslinewidth](C3)(D3) + \pnode(7,0.7){D3plus} + \uput[180](D3plus){\textbf{+}} + \psline(E0)(C3) + \psline[arrows=->,arrowsize=0.3](D3)(D3plus|D3)(D3plus) + \psline[arrows=*-,linewidth=2\pslinewidth](C0)(D0) + 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mode 100644 index 0000000..7670750 --- /dev/null +++ b/20220329/rtech-20220329-fig5.tex @@ -0,0 +1,55 @@ +\documentclass{article} +\input tmp.inputs +\pagestyle{empty} +\begin{document} + \newcommand{\invisible}{\tiny\color{white}} + \psset{logicLabelstyle=\invisible} + \newcommand{\logicSymbol}{\small\boldmath\bf\rule{0pt}{0.5cm}} + \psset{logicSymbolstyle=\logicSymbol} + \psset{unit=0.6cm} + \psset{linewidth=0.03} + \begin{pspicture}(-3,-2)(3,2) + \pnode(-1,1.5){A} + \uput[l](-2.5,0|A){$S$} + \pnode(1,1.5){B} + \ground[connectingdot=false](2,1.5) + \relais(A)(B){} + \pnode(2.5,2.5){A3} + \uput[l](2.0,0|A3){$R$} + \pnode(4.5,2.5){B3} + \ground[connectingdot=false](5.5,2.5) + \relais(A3)(B3){} + \pnode(-0.5,0){C0} + \psline[arrows=-*](C0)(-1.5,0)(-1.5,1.5) + \pnode(0.5,0.3){D0} + \pnode(0.5,-0.3){E0} + \pnode(3,-0.3){C3} + \pnode(4,0){D3} + \pnode(4,-0.6){E3} + \psline[arrows=*-,linewidth=2\pslinewidth](C3)(D3) + \pnode(7,0.7){D3plus} + \uput[180](D3plus){\textbf{+}} + \psline(E0)(C3) 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Foundation, either version 3 of the License, or (at your option) +% any later version. +% +% This document is distributed in the hope that it will be useful, +% but WITHOUT ANY WARRANTY; without even the implied warranty of +% MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +% GNU General Public License for more details. +% +% You should have received a copy of the GNU General Public License +% along with this document. If not, see <http://www.gnu.org/licenses/>. +% +% You should have received a copy of the Creative Commons +% Attribution-ShareAlike 3.0 Unported License along with this +% document. If not, see <http://creativecommons.org/licenses/>. + +% README: Vom Addierer zum Computer + +\documentclass[10pt,t]{beamer} + +\usepackage{pgslides} +\usepackage{pdftricks} +%\usepackage[obeyfamily=false,mathrm=mathsf,textrm=sffamily]{siunitx} +%\usepackage{eurosym} + +\newrgbcolor{orange}{0.7 0.2 0.0} + +\newcommand{\Cin}{C\raisebox{-0.5ex}{\footnotesize in}} +\newcommand{\Cout}{C\raisebox{-0.5ex}{\footnotesize out}} + +\begin{psinputs} + \usepackage[latin1]{inputenc} + \usepackage[german]{babel} + \usepackage[T1]{fontenc} + \usepackage{helvet} + \renewcommand*\familydefault{\sfdefault} + \usepackage{pstricks,pst-grad,pst-circ-pg} + \newcommand{\invisible}{\tiny\color{white}} + \psset{unit=1cm} + \psset{logicLabelstyle=\invisible} + \newcommand{\logicSymbol}{\small\boldmath\bf\rule{0pt}{0.5cm}} + \psset{logicSymbolstyle=\logicSymbol} + \newcommand{\Cin}{C\raisebox{-0.5ex}{\footnotesize in}} + \newcommand{\Cout}{C\raisebox{-0.5ex}{\footnotesize out}} +\end{psinputs} + +\title{Rechnertechnik} +\author{Prof.\ Dr.\ rer.\ nat.\ Peter Gerwinski} +\date{29.\ März 2022} + +\begin{document} + +\maketitleframe + +\sectionnonumber{\inserttitle} + +\begin{frame} + + \showsectionnonumber + + \begin{itemize} + \item[\textbf{1}] \textbf{Einführung} + \begin{itemize} + \item[1.1] Was ist Rechnertechnik? + \item[1.2] Was ist ein Computer? + \end{itemize} + \item[\textbf{2}] \textbf{Vom Schaltkreis zum Computer} + \begin{itemize} + \item[2.1] Logik-Schaltkreise + \item[2.2] Binärdarstellung von Zahlen + \item[2.3] Vom Logik-Schaltkreis zum Addierer + \color{medgreen} + \item[2.4] Negative Zahlen + \color{red} + \item[2.5] Vom Addierer zum Computer + \item[\dots] + \end{itemize} + \color{gray} + \item[\textbf{3}] \textbf{Architekturmerkmale von Prozessoren} + \item[\textbf{4}] \textbf{Der CPU-Stack} +% \item[\textbf{5}] \textbf{Hardwarenahe Programmierung} +% \item[\textbf{6}] \textbf{Anwender-Software} +% \item[\textbf{7}] \textbf{Bus-Systeme} +% \item[\textbf{8}] \textbf{Pipelining} + \item[\textbf{\dots\hspace{-0.75em}}] +% \item[\textbf{9}] \textbf{Ausblick} + \end{itemize} + +\end{frame} + +\setcounter{section}{1} +\section{Vom Schaltkreis zum Computer} +\setcounter{subsection}{3} +\subsection{Negative Zahlen} + +\begin{frame}[fragile] + + \showsubsection + + Speicher ist begrenzt!\\ + \textarrow\ feste Anzahl von Bits + + \medskip + + 8-Bit-Zahlen ohne Vorzeichen: \lstinline{uint8_t}\\ + \textarrow\ Zahlenwerte von \lstinline{0x00} bis \lstinline{0xff} = 0 bis 255\\ + \pause + \textarrow\ 255 + 1 = 0 + + \pause + \medskip + + 8-Bit-Zahlen mit Vorzeichen: \lstinline{int8_t}\\ + \lstinline{0xff} = 255 ist die "`natürliche"' Schreibweise für $-1$.\\ + \pause + \textarrow\ Zweierkomplement + + \pause + \medskip + + Oberstes Bit = 1: negativ\\ + Oberstes Bit = 0: positiv\\ + \textarrow\ 127 + 1 = $-128$ + +\end{frame} + +\begin{frame}[fragile] + + \showsubsection + + Speicher ist begrenzt!\\ + \textarrow\ feste Anzahl von Bits + + \medskip + + 16-Bit-Zahlen ohne Vorzeichen: + \lstinline{uint16_t}\hfill\lstinline{uint8_t}\\ + \textarrow\ Zahlenwerte von \lstinline{0x0000} bis \lstinline{0xffff} + = 0 bis 65535\hfill 0 bis 255\\ + \textarrow\ 65535 + 1 = 0\hfill 255 + 1 = 0 + + \medskip + + 16-Bit-Zahlen mit Vorzeichen: + \lstinline{int16_t}\hfill\lstinline{int8_t}\\ + \lstinline{0xffff} = 66535 ist die "`natürliche"' Schreibweise für $-1$.\hfill + \lstinline{0xff} = 255 = $-1$\\ + \textarrow\ Zweierkomplement + + \medskip + + Oberstes Bit = 1: negativ\\ + Oberstes Bit = 0: positiv\\ + \textarrow\ 32767 + 1 = $-32768$ + + \bigskip + Literatur: \url{http://xkcd.com/571/} + +\end{frame} + +\begin{frame}[fragile] + + \showsubsection + + Frage: \emph{Für welche Zahl steht der Speicherinhalt\, + \raisebox{2pt}{% + \tabcolsep0.25em + \begin{tabular}{|c|c|}\hline + \rule{0pt}{11pt}a3 & 90 \\\hline + \end{tabular}} + (hexadezimal)?} + + \pause + \smallskip + Antwort: \emph{Das kommt darauf an.} ;--) + + \pause + \medskip + Little-Endian: + + \smallskip + + \begin{tabular}{lrl} + als \lstinline,int8_t,: & $-93$ & (nur erstes Byte)\\ + als \lstinline,uint8_t,: & $163$ & (nur erstes Byte)\\ + als \lstinline,int16_t,: & $-28509$\\ + als \lstinline,uint16_t,: & $37027$\\ + \lstinline,int32_t, oder größer: & $37027$ + & (zusätzliche Bytes mit Nullen aufgefüllt) + \end{tabular} + + \pause + \medskip + Big-Endian: + + \smallskip + + \begin{tabular}{lrl} + als \lstinline,int8_t,: & $-93$ & (nur erstes Byte)\\ + als \lstinline,uint8_t,: & $163$ & (nur erstes Byte)\\ + als \lstinline,int16_t,: & $-23664$\\ + als \lstinline,uint16_t,: & $41872$\\ als \lstinline,int32_t,: & $-1550843904$ & (zusätzliche Bytes\\ + als \lstinline,uint32_t,: & $2744123392$ & mit Nullen aufgefüllt)\\ + als \lstinline,int64_t,: & $-6660823848880963584$\\ + als \lstinline,uint64_t,: & $11785920224828588032$\\ + \end{tabular} + + \vspace*{-1cm} + +\end{frame} + +\begin{frame} + + \showsubsection + + Aufbau einer Schaltung zum Bilden des Zweierkomplements:\\ + {\color{red}Sie sind dran.} + + \medskip + + \textarrow\ Siehe: \file{../20220322/2er-komplement-$*$.png} + +\end{frame} + +\subsection{Vom Addierer zum Computer} + +\begin{frame} + + \showsubsection + + Wir können jetzt addieren und subtrahieren.\\ + Wie bauen wir daraus einen Turing-vollständigen Computer? + \begin{itemize} + \pause + \item + Arithmetisch-logische Einheit (ALU)%\\ +% (Skript: Seite 20) +% \pause + \item + Speicher +% \pause + \item + Takt + \end{itemize} + +\end{frame} + +\iffalse + +\begin{frame} + + \showsubsection + + Zeit ins Spiel bringen: + \begin{itemize} + \item sich 1 Bit merken: Flipflop + \item zeitlicher Ablauf: Taktgeber + \item voranschreiten: Zähler (aus Flipflops) + \end{itemize} + + \pause + \bigskip + + Programmieren: + \begin{itemize} + \item ALU kann verschiedene Operationen durchführen + \item Maschinensprache codiert, welche Operation ausgeführt werden soll + \item Das Laden von Registern ermöglicht auch Sprünge \textarrow\ Schleifen + \end{itemize} + +\end{frame} + +\fi + +\setcounter{subsection}{4} +\subsection{Vom Addierer zum Computer} + +\begin{frame}[fragile] + + \showsubsection + + 1-Bit-Multiplizierer + \visible<3->{= Und-Verknüpfung} + + \medskip + + \begin{tabular}{|c|c||c|}\hline + A & B & Q \\\hline\hline + 0 & 0 & \visible<2->{0} \\\hline + 0 & 1 & \visible<2->{0} \\\hline + 1 & 0 & \visible<2->{0} \\\hline + 1 & 1 & \visible<2->{1} \\\hline + \end{tabular}\quad\pause[3] + \begin{minipage}{2.5cm} + \vspace*{0.5cm} + \begin{pdfpic} + \psset{unit=0.6cm} + \psset{linewidth=0.03} + \begin{pspicture}(-3,-2)(3,2) + \logic[logicType=and](-0.75,-0.125){and1} + \psline[arrows=o-](-2,0|and12)(and12) + \uput[180](-2,0|and12){A} + \psline[arrows=o-](-2,0|and11)(and11) + \uput[180](-2,0|and11){B} + \psline[arrows=o-](2,0|and1Q)(and1Q) + \uput[0](2,0|and1Q){Q} + \end{pspicture} + \end{pdfpic} + \end{minipage} + +\end{frame} + +\begin{frame} + + \showsubsection + + 1-Bit-Multiplizierer = Und-Verknüpfung + + \smallskip + + n-Bit-Multiplizierer\pause: "`schriftlich"' multiplizieren + + \bigskip + \pause + + Beispiel: $13 \cdot 5$ + + \smallskip + + \begin{tabular}{r} + $1101 \cdot 101$\\[-1.5\smallskipamount] + \rule{2cm}{1pt}\\ + $1101\phantom{00}$\\ + $0\phantom{0}$\\ + $1101$\\[-1.5\smallskipamount] + \rule{2cm}{1pt}\\ + $1000001$ + \end{tabular}% + \begin{picture}(0,0) + \put(-0.95,-0.63){\mbox{\scriptsize 1}} + \put(-1.15,-0.63){\mbox{\scriptsize 1}} + \put(-1.35,-0.63){\mbox{\scriptsize 1}} + \put(-1.55,-0.63){\mbox{\scriptsize 1}} + \end{picture}\pause + \hspace*{2cm}% + \begin{minipage}{5cm} + Multiplizier-Schaltkreis\\ + für zwei 2-Bit-Zahlen:\\[\smallskipamount] + \color{red}Sie sind dran. + \end{minipage} + +\end{frame} + +\begin{frame} + + \showsubsection + + Schaltkreis, der wahlweise eine von mehreren Verknüpfungen + durchführt: + + \smallskip + + \newterm{arithmetisch-logische Einheit\/} -- + \newterm{arithmetic logic unit (ALU)} + + \bigskip + + \begin{center} + \vspace*{-2.5cm} + \includegraphics{alu2.pdf} + \vspace*{-23cm} + \end{center} + + \bigskip + + Siehe z.\,B.: \url{https://en.wikipedia.org/wiki/File:74181aluschematic.png} + +\end{frame} + +\begin{frame}[fragile] + + \begin{visibleenv}<2-> + \showsubsection + + Information speichern + \end{visibleenv} + + \begin{pdfpic} + \newcommand{\invisible}{\tiny\color{white}} + \psset{logicLabelstyle=\invisible} + \newcommand{\logicSymbol}{\small\boldmath\bf\rule{0pt}{0.5cm}} + \psset{logicSymbolstyle=\logicSymbol} + \psset{unit=0.6cm} + \psset{linewidth=0.03} + \begin{pspicture}(-3,-2)(3,2) + \pnode(-1,1.5){A} + \uput[l](-2.5,0|A){$S$} + \pnode(1,1.5){B} + \ground[connectingdot=false](2,1.5) + \relais(A)(B){} + \pnode(2.5,2.5){A3} + \uput[l](2.0,0|A3){$R$} + \pnode(4.5,2.5){B3} + \ground[connectingdot=false](5.5,2.5) + \relais(A3)(B3){} + \pnode(-0.5,0){C0} + \psline[arrows=-*](C0)(-1.5,0)(-1.5,1.5) + \pnode(0.5,0.3){D0} + \pnode(0.5,-0.3){E0} + \pnode(3,-0.3){C3} + \pnode(4,0){D3} + \pnode(4,-0.6){E3} + \psline[arrows=*-,linewidth=2\pslinewidth](C3)(D3) + \pnode(7,0.7){D3plus} + \uput[180](D3plus){\textbf{+}} + \psline(E0)(C3) + \psline[arrows=->,arrowsize=0.3](D3)(D3plus|D3)(D3plus) + \psline[arrows=*-,linewidth=2\pslinewidth](C0)(D0) + \pnode(-0.5,-1.5){C1} + \pnode(0.5,-1.2){D1} + \pnode(0.5,-1.8){E1} + \uput[r](2.5,0|E1){$Q$} + \pnode(-3.0,-0.5){C1plus} + \uput[180](C1plus){\textbf{+}} + \psline[arrows=->,arrowsize=0.3](C1)(C1plus|C1)(C1plus) + \psline[arrows=*-,linewidth=2\pslinewidth](C1)(D1) + \psline[linestyle=dashed](0,-1.25)(0,1.0) + \psline[linestyle=dashed](3.5,-0.15)(3.5,2.0) + \psline[arrows=o-](-2.5,0|A)(A) + \psline[arrows=o-](2.0,0|A3)(A3) + \psline(B)(2,0|B) + \psline(B3)(5.5|B3) + \psline[arrows=o-](1.5,0|D0)(D0) + \psline[arrows=o-](1.5,0|D1)(D1) + \psline[arrows=o-](2.5,0|E1)(E1) + \psline[arrows=o-](5.0,0|E3)(E3) + \end{pspicture} + \end{pdfpic} + + \pause + + \newterm{Selbsthalteschaltung} + + 1-Bit-\newterm{Speicherzelle} + +\end{frame} + +\begin{frame}[fragile] + + \showsubsection + + Information speichern + + \begin{pdfpic} + \psset{unit=0.6cm} + \psset{linewidth=0.03} + \begin{pspicture}(-4,-4)(4,4) + \logic[logicType=nand](-0.75,2){nand1} + \logic[logicType=nand](-0.75,-2){nand2} + \psline[arrows=o-](-3,0|nand12)(nand12) + \uput[180](-3,0|nand12){$\overline{\mbox{S}}$} + \psline[arrows=o-](-3,0|nand21)(nand21) + \uput[180](-3,0|nand21){$\overline{\mbox{R}}$} + \psline[arrows=o-](3,0|nand1Q)(nand1Q) + \uput[0](3,0|nand1Q){Q} + \psline[arrows=o-](3,0|nand2Q)(nand2Q) + \uput[0](3,0|nand2Q){$\overline{\mbox{Q}}$} + \psline[arrows=*-](2,0|nand1Q)(2,1.75)(-2,0.75)(-2,0|nand22)(nand22) + \psline[arrows=*-](2,0|nand2Q)(2,0.75)(-2,1.75)(-2,0|nand11)(nand11) + \end{pspicture} + \end{pdfpic} + + \newterm{Bistabile Kippstufe} -- \newterm{Bistabiler Multivibrator} -- \newterm{Flip-Flop} + + 1-Bit-Speicherzelle + +\end{frame} + +\begin{frame}[fragile] + + \showsubsection + + Information speichern + + \vspace*{-0.5cm} + + \begin{pdfpic} + \psset{unit=0.6cm} + \psset{linewidth=0.03} + \begin{pspicture}(-4,-4)(4,4) + \pnode(0,0.5){A} + \pnode(0,-0.5){B} + \capacitor(A)(B){} + \psline[arrows=-o](A)(A|0,1) + \psline[arrows=-o](B)(B|0,-1) + \end{pspicture} + \end{pdfpic} + + \vspace*{-1.0cm} + + \newterm{Kondensator} + + \only<2->{\newterm{dynamische\/}} 1-Bit-Speicherzelle\\ + \pause + \textarrow\ benötigt \newterm{Refresh}-Schaltung + + \pause[3] + \medskip + Flip-Flop + + \newterm{statische\/} 1-Bit-Speicherzelle + + \begin{pdfpic} + \psset{unit=0.6cm} + \psset{linewidth=0.03} + \begin{pspicture}(-4,-4)(4,4) + \logic[logicType=nand](-0.75,2){nand1} + \logic[logicType=nand](-0.75,-2){nand2} + \psline[arrows=o-](-3,0|nand12)(nand12) + \uput[180](-3,0|nand12){$\overline{\mbox{S}}$} + \psline[arrows=o-](-3,0|nand21)(nand21) + \uput[180](-3,0|nand21){$\overline{\mbox{R}}$} + \psline[arrows=o-](3,0|nand1Q)(nand1Q) + \uput[0](3,0|nand1Q){Q} + \psline[arrows=o-](3,0|nand2Q)(nand2Q) + \uput[0](3,0|nand2Q){$\overline{\mbox{Q}}$} + \psline[arrows=*-](2,0|nand1Q)(2,1.75)(-2,0.75)(-2,0|nand22)(nand22) + \psline[arrows=*-](2,0|nand2Q)(2,0.75)(-2,1.75)(-2,0|nand11)(nand11) + \end{pspicture} + \end{pdfpic} + +\end{frame} + +\begin{frame}[fragile] + + \showsubsection + + Computer + \begin{itemize} + \item Rechenwerk (ALU) + \item Speicher\pause: Register, adressierbarer Hauptspeicher + \pause + \item Takt\pause: Befehle abarbeiten + \pause + \item Peripherie: Kommunikation mit der Außenwelt + \pause + \arrowitem in Maschinensprache programmierbar + \end{itemize} + +\end{frame} + +\sectionnonumber{\inserttitle} + +\begin{frame} + + \showsectionnonumber + + \begin{itemize} + \item[\textbf{1}] \textbf{Einführung} + \item[\textbf{2}] \textbf{Vom Schaltkreis zum Computer} + \begin{itemize} + \item[2.1] Logik-Schaltkreise + \item[2.2] Binärdarstellung von Zahlen + \item[2.3] Vom Logik-Schaltkreis zum Addierer + \item[2.4] Negative Zahlen + \color{orange} + \item[2.5] Vom Addierer zum Computer + \item[\dots] + \end{itemize} + \color{gray} + \item[\textbf{3}] \textbf{Architekturmerkmale von Prozessoren} + \item[\textbf{4}] \textbf{Der CPU-Stack} +% \item[\textbf{5}] \textbf{Hardwarenahe Programmierung} +% \item[\textbf{6}] \textbf{Anwender-Software} +% \item[\textbf{7}] \textbf{Bus-Systeme} +% \item[\textbf{8}] \textbf{Pipelining} + \item[\textbf{\dots\hspace{-0.75em}}] +% \item[\textbf{9}] \textbf{Ausblick} + \end{itemize} + +\end{frame} + +\end{document} -- GitLab