Referat - Sumator complet de un bit

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sumator, complet, bit
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I Memoriu justificativ……………………………….....................…….pag. 3
I.1 Introducere…………………………………....................…….……pag. 3
II Argument…………....................……………………………….……pag. 4
II.1 Teorie…………………………....................………………….…...pag. 4
II.1.1 Algebra Booleana…………………………...................…….…..pag. 4
II.1.2 Axiome..........................................................................................pag. 5
II.1.3 Teoreme (propietatii).....................................................................pag. 5
II.1.4 Reprezentarea functiilor logice.....................................................pag. 6
A- Prim tabelul de adevar.......................................................................pag. 6
B- Prim diagrame Kornaugh...................................................................pag. 6
C- Prim echivalenti zecimali ai mintermilor...........................................pag. 7
II.1.5 Portii logice, circuite logice...........................................................pag. 7
II.1.6 Consideratii generale.....................................................................pag. 7
II.1.7 Clasificarea circuitelor logice........................................................pag. 8
II.1.8 Circuite logice combinationale......................................................pag. 8
II.1.9 Circuite logice sincrone si asincrone.............................................pag. 8
II.2 Circuite SAU....................................................................................pag. 8
II.2.1 Circuite Si......................................................................................pag. 9
II.2.2 Circuite NU...................................................................................pag. 9
II.2.3 Portii logice SAU-NU si SI-NU....................................................pag.10
II.2.4 Poarta SI-NU.................................................................................pag 10
II.2.5 Poarta SAU-NU......................


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