Tablica wartości komparatora scalonego 85

Tablica 4.26

Wejścia komparacyjne

Wejścia do połączeń kaskadowych

Wyjścia

A 3, 83

A2, 82

Ai, 61

Ao, 80

A>B

A<6

A = 8

A>6

A<B

A=8

A3 > 83

X

X

X

X

X

X

H

L

L

Aa < 83

X

X

X

X

X

X

L

H

i

As = Bs

A2 > 82

X

X

X

X

X

H

L

L

A3 = 83

A2 < 82

X

X

X

X

X

L

H

L

A3 = 83

A2 = 82

At > 81

X

X

X

X

H

L

L

As = 83

A2 =3 82

Ai < 81

X

X

X

X

L

H

L

As — 83

Aa = 82

At =81

Ao > 80

X

X

X

H

L

L

As = 83

As = 82

Ai = Bi

Ao < 80

X

X

X

L

H

L

As = Ba

Aa =3 82

At = Bi

Ao = 80

H

L

L

H

L

L

As — 83

Aa = 82

At = Bi

Ao = 60

L

H

L

L

H

L

As = Ba

A2 = 82

At — 81

Ao = 80

L

L

H

L

L

H

funkcje przełączające otrzymane z tablicy wartości tego komparatora (tabl. 4.26):

(A > B)wy =

= (A3 < B3)-t-

+ (A3B3) (A2    <    B^)Ą-

+ (-^3 = B3) (A2    ==    B2)    (Ai    < 2?i) +

+ (A3 — B3) (A2    =    B2)    (Ai    — Bi)    (A0    < 2?o) +

+ (^3 = B3) (A2    =    B2)    (Al    = Bi)    (A0    = Bo) (A < B)we +

+ (A3 = B3) (A2= B2) (Ai = Bi) (A0 - B0) (A = B)we    (15)

Posługując się funkcjami podanymi w tablicy 4.24, równanie to można wyrazić w następującej postaci:

(A > B)wy =

= A 3 B3 +

+ (^30^3) A2B2 +

+ (A3QB3) (A2QB2)AiBi +

~^^A3QB3) (A2QB2) (AiOyBi^AoBo^

+ (A3QB3) (A2OB2) (A1OB1) (A0OB0) (A < B)we +

+ (A3QB3) (A2QB2) (AiOBi) (A0OB0) (A - B)we    (16)

lub

(A > B)wy =

_ 3i — A3B3+ LJ \A3-tB3-i O (^-jO^-i)]“b

/=1    j»l

3    3

+ (A <B)we Pi (AtOBt) + (A =B)we H (A&Bd    (17)