Merge branch 'master' of github.com:TUBAF-IfI-LiaScript/VL_Eingebette…

…teSysteme

04_Schaltnetze.md

@@ -800,7 +800,7 @@ Aufwändigere Schaltnetze greifen auf ICs zurück, die zwei Ebenen AND-Array und
 | Adressdekoder entspricht einer festen UND-Matrix, Koppelelemente bilden eine programmierbare ODER-Matrix | programmierbare UND-Matrix,  Produktterme werden mit fester ODER-Matrix verknüpft |
 
 
-PROM realisiert unmittelbar die Wahrheitstabelle in Hardware!Ein PROM mit $2^m$ $n$-Bit Worten  kann jede beliebige Schaltfunktion   $f:\{0,1\}^n \rightarrow \{0,1\}^m$  ohne Minimierung implementieren.
+PROM realisiert unmittelbar die Wahrheitstabelle in Hardware! Ein PROM mit $2^m$ $n$-Bit Worten  kann jede beliebige Schaltfunktion   $f:\{0,1\}^n \rightarrow \{0,1\}^m$  ohne Minimierung implementieren.
 
 PAL / GAL („Programmable / Generic Array Logic“ kann jede (ggf. minimierte) DNF realisieren, wenn Zahl der Produktterme je ODER ausreicht.
 

05_Standardschaltnetze.md

@@ -2,7 +2,7 @@
 
 author:   Sebastian Zug & André Dietrich & Fabian Bär
 email:    [email protected] & [email protected] & [email protected]
-version:  0.0.7
+version:  0.0.8
 language: de
 narrator: Deutsch Female
 
@@ -43,9 +43,9 @@ gray: @mark(gray,@0)
 ** Fragen an die Veranstaltung**
 
 + Unterscheiden Sie Multiplexer und Demultiplexer.
-+ Wie lassen sich mit einem Multiplexer beliebige Wahrheitstafeln abbilden. Welche Grenzen hat dieser Ansatz?
++ Wie lassen sich mit einem Multiplexer beliebige Wahrheitstafeln abbilden? Welche Grenzen hat dieser Ansatz?
 + Welche Aufgaben realisieren Dekoder?
-+ Nennen Sie Anwendungsbeispiele für einen Muliplexer.
++ Nennen Sie Anwendungsbeispiele für einen Multiplexer.
 
 ---------------------------------------------------------------------
 
@@ -141,9 +141,10 @@ y_3 &= \overline{A} \cdot B \cdot C
 $$
 
 ```json @DigiSim.evalJson
-{"devices":{"a":{"label":"A","type":"Button","propagation":0,"position":{"x":-90,"y":65}},"b":{"label":"B","type":"Button","propagation":0,"position":{"x":-90,"y":115}},"c":{"label":"C","type":"Button","propagation":0,"position":{"x":-100,"y":210}},"y0":{"label":"y0","type":"Lamp","propagation":0,"position":{"x":590,"y":rtragen Sie die Funktion in ein Karnaugh-Veitch-Di45}},"y1":{"label":"y1","type":"Lamp","propagation":0,"position":{"x":590,"y":105}},"y2":{"label":"y2","type":"Lamp","propagation":0,"position":{"x":595,"y":175}},"y3":{"label":"y3","type":"Lamp","propagation":0,"position":{"x":590,"y":230}},"y4":{"label":"y4","type":"Lamp","propagation":0,"position":{"x":595,"y":285}},"y5":{"label":"y5","type":"Lamp","propagation":0,"position":{"x":590,"y":345}},"y6":{"label":"y6","type":"Lamp","propagation":0,"position":{"x":595,"y":415}},"y7":{"label":"y7","type":"Lamp","propagation":0,"position":{"x":595,"y":480}},"notA":{"label":"NOT a","type":"Not","propagation":0,"bits":1,"position":{"x":55,"y":90}},"notB":{"label":"NOT b","type":"Not","propagation":0,"bits":1,"position":{"x":40,"y":165}},"notC":{"label":"NOT c","type":"Not","propagation":0,"bits":1,"position":{"x":35,"y":375}},"and1":{"label":"~A and ~B","type":"And","propagation":0,"bits":1,"position":{"x":230,"y":95}},"and2":{"label":"~A and B","type":"And","propagation":0,"bits":1,"position":{"x":230,"y":195}},"and3":{"label":"A and ~B","type":"And","propagation":0,"bits":1,"position":{"x":235,"y":290}},"and4":{"label":"A and B","type":"And","propagation":0,"bits":1,"position":{"x":230,"y":410}},"and5":{"label":"~A and ~B and ~C","type":"And","propagation":0,"bits":1,"position":{"x":420,"y":40}},"and6":{"label":"~A and ~B and C","type":"And","propagation":0,"bits":1,"position":{"x":430,"y":100}},"and7":{"label":"~A and B and ~C","type":"And","propagation":0,"bits":1,"position":{"x":435,"y":170}},"and8":{"label":"~A and B and C","type":"And","propagation":0,"bits":1,"position":{"x":440,"y":225}},"and9":{"label":"A and ~B and ~C","type":"And","propagation":0,"bits":1,"position":{"x":430,"y":280}},"and10":{"label":"A and ~B and C","type":"And","propagation":0,"bits":1,"position":{"x":430,"y":340}},"and11":{"label":"A and B and ~C","type":"And","propagation":0,"bits":1,"position":{"x":435,"y":410}},"and12":{"label":"A and B and C","type":"And","propagation":0,"bits":1,"position":{"x":445,"y":475}}},"connectors":[{"from":{"id":"a","port":"out"},"to":{"id":"notA","port":"in"}},{"from":{"id":"b","port":"out"},"to":{"id":"notB","port":"in"}},{"from":{"id":"c","port":"out"},"to":{"id":"notC","port":"in"}},{"from":{"id":"and1","port":"out"},"to":{"id":"and5","port":"in1"}},{"from":{"id":"and1","port":"out"},"to":{"id":"and6","port":"in1"}},{"from":{"id":"and2","port":"out"},"to":{"id":"and7","port":"in1"}},{"from":{"id":"and2","port":"out"},"to":{"id":"and8","port":"in1"}},{"from":{"id":"and3","port":"out"},"to":{"id":"and9","port":"in1"}},{"from":{"id":"and3","port":"out"},"to":{"id":"and10","port":"in1"}},{"from":{"id":"and4","port":"out"},"to":{"id":"and11","port":"in1"}},{"from":{"id":"and4","port":"out"},"to":{"id":"and12","port":"in1"}},{"from":{"id":"notA","port":"out"},"to":{"id":"and1","port":"in1"}},{"from":{"id":"notB","port":"out"},"to":{"id":"and1","port":"in2"}},{"from":{"id":"notA","port":"out"},"to":{"id":"and2","port":"in1"}},{"from":{"id":"b","port":"out"},"to":{"id":"and2","port":"in2"},"vertices":[{"x":130,"y":160}]},{"from":{"id":"a","port":"out"},"to":{"id":"and3","port":"in1"},"vertices":[{"x":10,"y":215}]},{"from":{"id":"notB","port":"out"},"to":{"id":"and3","port":"in2"}},{"from":{"idrtragen Sie die Funktion in ein Karnaugh-Veitch-Di35},{"x":370,"y":295}]},{"from":{"id":"notC","port":"out"},"to":{"id":"and9","port":"in2"},"vertices":[{"x":335,"y":335}]},{"from":{"id":"notC","port":"out"},"to":{"id":"and11","port":"in2"},"vertices":[{"x":320,"y":345}]},{"from":{"id":"c","port":"out"},"to":{"id":"and10","port":"in2"}},{"from":{"id":"c","port":"out"},"to":{"id":"and12","port":"in2"},"vertices":[{"x":360,"y":370}]},{"from":{"id":"and5","port":"out"},"to":{"id":"y0","port":"in"}},{"from":{"id":"and6","port":"out"},"to":{"id":"y1","port":"in"}},{"from":{"id":"and7","port":"out"},"to":{"id":"y2","port":"in"}},{"from":{"id":"and8","port":"out"},"to":{"id":"y3","port":"in"}},{"from":{"id":"and9","port":"out"},"to":{"id":"y4","port":"in"}},{"from":{"id":"and10","port":"out"},"to":{"id":"y5","port":"in"}},{"from":{"id":"and11","port":"out"},"to":{"id":"y6","port":"in"}},{"from":{"id":"and12","port":"out"},"to":{"id":"y7","port":"in"}}],"subcircuits":{}}
+{"devices":{"a":{"label":"A","type":"Button","propagation":0,"position":{"x":-90,"y":65}},"b":{"label":"B","type":"Button","propagation":0,"position":{"x":-90,"y":115}},"c":{"label":"C","type":"Button","propagation":0,"position":{"x":-100,"y":210}},"y0":{"label":"y0","type":"Lamp","propagation":0,"position":{"x":590,"y":45}},"y1":{"label":"y1","type":"Lamp","propagation":0,"position":{"x":590,"y":105}},"y2":{"label":"y2","type":"Lamp","propagation":0,"position":{"x":595,"y":175}},"y3":{"label":"y3","type":"Lamp","propagation":0,"position":{"x":590,"y":230}},"y4":{"label":"y4","type":"Lamp","propagation":0,"position":{"x":595,"y":285}},"y5":{"label":"y5","type":"Lamp","propagation":0,"position":{"x":590,"y":345}},"y6":{"label":"y6","type":"Lamp","propagation":0,"position":{"x":595,"y":415}},"y7":{"label":"y7","type":"Lamp","propagation":0,"position":{"x":595,"y":480}},"notA":{"label":"NOT a","type":"Not","propagation":0,"bits":1,"position":{"x":55,"y":90}},"notB":{"label":"NOT 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C","type":"And","propagation":0,"bits":1,"position":{"x":445,"y":475}}},"connectors":[{"from":{"id":"a","port":"out"},"to":{"id":"notA","port":"in"}},{"from":{"id":"b","port":"out"},"to":{"id":"notB","port":"in"}},{"from":{"id":"c","port":"out"},"to":{"id":"notC","port":"in"}},{"from":{"id":"and1","port":"out"},"to":{"id":"and5","port":"in1"}},{"from":{"id":"and1","port":"out"},"to":{"id":"and6","port":"in1"}},{"from":{"id":"and2","port":"out"},"to":{"id":"and7","port":"in1"}},{"from":{"id":"and2","port":"out"},"to":{"id":"and8","port":"in1"}},{"from":{"id":"and3","port":"out"},"to":{"id":"and9","port":"in1"}},{"from":{"id":"and3","port":"out"},"to":{"id":"and10","port":"in1"}},{"from":{"id":"and4","port":"out"},"to":{"id":"and11","port":"in1"}},{"from":{"id":"and4","port":"out"},"to":{"id":"and12","port":"in1"}},{"from":{"id":"notA","port":"out"},"to":{"id":"and1","port":"in1"}},{"from":{"id":"notB","port":"out"},"to":{"id":"and1","port":"in2"}},{"from":{"id":"notA","port":"out"},"to":{"id":"and2","port":"in1"}},{"from":{"id":"b","port":"out"},"to":{"id":"and2","port":"in2"},"vertices":[{"x":130,"y":160}]},{"from":{"id":"a","port":"out"},"to":{"id":"and3","port":"in1"},"vertices":[{"x":10,"y":215}]},{"from":{"id":"notB","port":"out"},"to":{"id":"and3","port":"in2"}},{"from":{"id":"a","port":"out"},"to":{"id":"and4","port":"in1"},"vertices":[{"x":10,"y":225},{"x":155,"y":395}]},{"from":{"id":"b","port":"out"},"to":{"id":"and4","port":"in2"},"vertices":[{"x":130,"y":160}]},{"from":{"id":"c","port":"out"},"to":{"id":"and6","port":"in2"},"vertices":[{"x":295,"y":265}]},{"from":{"id":"notC","port":"out"},"to":{"id":"and5","port":"in2"},"vertices":[{"x":330,"y":335}]},{"from":{"id":"c","port":"out"},"to":{"id":"and8","port":"in2"},"vertices":[{"x":310,"y":275}]},{"from":{"id":"notC","port":"out"},"to":{"id":"and7","port":"in2"},"vertices":[{"x":330,"y":335},{"x":370,"y":295}]},{"from":{"id":"notC","port":"out"},"to":{"id":"and9","port":"in2"},"vertices":[{"x":335,"y":335}]},{"from":{"id":"notC","port":"out"},"to":{"id":"and11","port":"in2"},"vertices":[{"x":320,"y":345}]},{"from":{"id":"c","port":"out"},"to":{"id":"and10","port":"in2"}},{"from":{"id":"c","port":"out"},"to":{"id":"and12","port":"in2"},"vertices":[{"x":360,"y":370}]},{"from":{"id":"and5","port":"out"},"to":{"id":"y0","port":"in"}},{"from":{"id":"and6","port":"out"},"to":{"id":"y1","port":"in"}},{"from":{"id":"and7","port":"out"},"to":{"id":"y2","port":"in"}},{"from":{"id":"and8","port":"out"},"to":{"id":"y3","port":"in"}},{"from":{"id":"and9","port":"out"},"to":{"id":"y4","port":"in"}},{"from":{"id":"and10","port":"out"},"to":{"id":"y5","port":"in"}},{"from":{"id":"and11","port":"out"},"to":{"id":"y6","port":"in"}},{"from":{"id":"and12","port":"out"},"to":{"id":"y7","port":"in"}}],"subcircuits":{}}
 ```
 
+
 **Adressdekoder**
 
 <!--
@@ -277,7 +278,7 @@ $$
 
 > Achtung: Die Wahrheitstafel ist unvollständig !
 
-1. Falsche Ausgangs-zustände sind möglich!
+1. Falsche Ausgangszustände sind möglich!
 2. Was passiert wenn alle Pegel 0 sind?
 
 ``` json @DigiSim.evalJson
@@ -320,7 +321,7 @@ $$
 
 **Analog Digitalwandler**
 
-Wir werden dem Encoder bei der Diskussion der Peripherie eines Mikrocontrollers sehr häufig wiederbegegnen. Das Video zeigt einen Anwendungsfall - das mapping der Ergebnisse eines Analog-Digital-Wandlers auf eine binäre Ausgabe.
+Wir werden dem Encoder bei der Diskussion der Peripherie eines Mikrocontrollers sehr häufig wiederbegegnen. Das Video zeigt einen Anwendungsfall - das Mapping der Ergebnisse eines Analog-Digital-Wandlers auf eine binäre Ausgabe.
 
 ![BCD Dekoder](./images/04_Schaltnetze/FlashWandler.png)<!-- width="80%" --> [^2]
 
@@ -330,7 +331,7 @@ Wir werden dem Encoder bei der Diskussion der Peripherie eines Mikrocontrollers
 
 ## Multiplexer / Demultiplexer
 
-Der Begriff _Multiplexing_ umfasst das serialisierte Senden eines oder mehrerer analoger oder digitaler Signale über eine gemeinsame Übertragungsleitung. Eine Mulitplexerschaltung bildet die Eingangssignale auf einen Kommunikationskanal ab, der Demultiplexer übernimmt die Abbildung auf n Ausgangsleitungen.
+Eine Mulitplexerschaltung bildet analoge oder digitale Eingangssignale auf einen Kommunikationskanal ab, der Demultiplexer übernimmt die Abbildung auf n Ausgangsleitungen.
 
 <!--
 style="width: 80%; min-width: 420px; max-width: 720px;"
@@ -348,14 +349,14 @@ style="width: 80%; min-width: 420px; max-width: 720px;"
 ------> |/|                    |\|------>
         +||                    ||+
          ||                    ||
-      s_0  s_1              a_0  a_1                                          .
+       "$a_0$ $a_1$"         "$a_0$ $a_1$"                                       .
 ```
 
 | Multiplexer                                       | Dekoder                                                      |
 |---------------------------------------------------|--------------------------------------------------------------|
 | mehrere Eingänge, ein Ausgang                     | mehrere Eingänge, mehrere Ausgänge                           |
-| Steuerleitungen konfiguriereren die Weiterleitung | das Mapping wird allerdings durch die interne Logik bestimmt |
-| wandelt den unären Code in einen binären Code um  | wandelt den binären Code in einen unären Code um             |
+| Steuerleitungen konfiguriereren die Weiterleitung | das Mapping wird durch die interne Logik bestimmt |
+| bildet den Pegel einer Eingangsleitung auf die Ausgangsleitung ab  | wandelt den binären Code in einen unären Code um == aktiviert eine Ausgangsleitung             |
 
 ### Multiplexer
 
@@ -458,4 +459,4 @@ Nunmehr können boolesche Funktionen als Schaltnetze abbilden? Was fehlt für de
 
 2. Entwickeln Sie ein Schaltnetz, dass die Teilbarkeit durch drei von einer 4-stelligen binären Zahl prüft. Stellen Sie dazu eine Wahrheitstafel auf, minimieren Sie den Ausdruck soweit wie möglich und skizzieren Sie die Verdrahtung der Gatter.
 
-> Wer möchte sich mit dem IC 505 beschäftigen? 
+> Wer möchte sich mit dem NE555 beschäftigen?