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NOR und NOT
Kombination von
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Und
a
x
xx
Nicht−Und
a = ( x x )
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NOT
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altamerik.
1
Negation
DIN
symbolische DarstellungFunktionSchaltung
x
x
2
1
0
1
a
21
ax
1
0
xxa = 21
1
&
e
e1
0
symbolisch
s s a0 1
0
0 0
0
11 0
1
1
e
e
0
Ein Schaltnetz für die Antivalenz EXOR
&xx1
2 a
Schaltnetze für Multiplexer MUX
Die Eingabewerte der Steuerleitungen codieren die Nummer der Datenleitung, deren Wert ausgegeben werden soll
0
1
ss a
ee1
e
Datensignale e ....e0 1s0 3
0
Ausgang a
a
0 0 1
Ein Multiplexer hat 2 +n Eingänge 2 Datenleitungennn n Steuerleitungen und
symbolisch
=1
s
e
0
1
2
3
e
e
e
ess
2
3
1
0
1
0
n = 2: Steuersignale
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1
&
&
1
&
1
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b
a
1
HA
HA
Halbaddierer und Volladdierer
1Bit−Halbaddierer berechnen Summe s und Übertrag ü
ü
sba
out
ba aa bb
s
üb
üVA
a
s
ü
ü
&
=1
ü = a & b(Antivalenz)bs = a
b
10ü 2n−1nnn−1n−100 a bba
ü
Einfacher nBit−Addierer (Carry−ripple−Addierer)
Rekursiver Aufbau eines schnellen Carry−lookahead−Addierers
n−VAn−VA n−VA
n 2n−1ss ü
ü
n−1s0s
b
0 ssss
33221100a
1
ba
ein:Übertrag
1Bit−Volladdierer beziehen in die Berechnung einen übergebenen
VAVAVAHA
üüüü
32
inü
in
ü
s
b
aHA
ü
"
in
inout ü= " mindestens zwei aus a, b, ü
übs = a
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