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## CS302 Assignment 3 Solution 2021 - VU Answer

CS302 ASSIGNMENT 3 SOLUTION SPRING 2021

Total Marks = 20

Due Date = 29-July-2021

Assignment Topic Covered:

“Multiplexer”, “Demultiplexer”, “The GAL16V8”, “ABEL Programming”

Question 1:

Assume that a Chip fabrication/manufacturing company wants to design a Byte-wise, 8 to 1 Multiplexer IC (Integrated Circuit).

The stated IC (Integrated Circuit) will be a 77 pins IC and the pin details are as under:

8 inputs (A, B, C, D, E, F, G, H) with each input consists of 8 bits.

1 output (OUT) having 8 bits.

Three (3) Select inputs S0, S1 & S2 (Used for selection among 8 inputs to 1 output).

Vcc & Gnd Pin.

You are required to write the complete modular ABEL code for the stated IC (Integrated Circuit) while considering the given truth table.

Boolean expressions are:

The ABEL Notations are:

OUT 0 = A 0 &! S 0 &! S 1&! S 2 # B 0 &! S 0 &! S 1& S 2 # C 0 &! S 0 & S 1&! S 2 # D 0 &! S 0 & S 1& S 2 # E 0 & S 0 &! S 1&! S 2 # F 0 & S 0 &! S 1& S 2 # G 0 & S 0 & S 1&! S 2 # H 0 & S 0 & S 1& S 2

OUT 1 = A 1&! S 0 &! S 1&! S 2 # B 1&! S 0 &! S 1& S 2 # C 1&! S 0 & S 1&! S 2 # D 1&! S 0 & S 1& S 2 # E 1& S 0 &! S 1&! S 2 # F 1& S 0 &! S 1& S 2 # G 1& S 0 & S 1&! S 2 # H 1& S 0 & S 1& S 2

OUT 2 = A 2 &! S 0 &! S 1&! S 2 # B 2 &! S 0 &! S 1& S 2 # C 2 &! S 0 & S 1&! S 2 # D 2 &! S 0 & S 1& S 2 # E 2 & S 0 &! S 1&! S 2 # F 2 & S 0 &! S 1& S 2 # G 2 & S 0 & S 1&! S 2 # H 2 & S 0 & S 1& S 2

OUT 3 = A 3 &! S 0 &! S 1&! S 2 # B 3 &! S 0 &! S 1& S 2 # C 3 &! S 0 & S 1&! S 2 # D 3 &! S 0 & S 1& S 2 # E 3 & S 0 &! S 1&! S 2 # F 0 & S 0 &! S 1& S 2 # G 3 & S 0 & S 1&! S 2 # H 3 & S 0 & S 1& S 2

OUT 4 = A 4 &! S 0 &! S 1&! S 2 # B 4 &! S 0 &! S 1& S 2 # C 4 &! S 0 & S 1&! S 2 # D 4 &! S 0 & S 1& S 2 # E 4 & S 0 &! S 1&! S 2 # F 4 & S 0 &! S 1& S 2 # G 4 & S 0 & S 1&! S 2 # H 4 & S 0 & S 1& S 2

OUT 5 = A 5 &! S 0 &! S 1&! S 2 # B 5 &! S 0 &! S 1& S 2 # C 5 &! S 0 & S 1&! S 2 # D 5 &! S 0 & S 1& S 2 # E 5 & S 0 &! S 1&! S 2 # F 5 & S 0 &! S 1& S 2 # G 5 & S 0 & S 1&! S 2 # H 5 & S 0 & S 1& S 2

OUT 6 = A 6 &! S 0 &! S 1&! S 2 # B 6 &! S 0 &! S 1& S 2 # C 6 &! S 0 & S 1&! S 2 # D 6 &! S 0 & S 1& S 2 # E 6 & S 0 &! S 1&! S 2 # F 6 & S 0 &! S 1& S 2 # G 6 & S 0 & S 1&! S 2 # H 6 & S 0 & S 1& S 2

OUT 7 = A 7 &! S 0 &! S 1&! S 2 # B 7 &! S 0 &! S 1& S 2 # C 7 &! S 0 & S 1&! S 2 # D 7 &! S 0 & S 1& S 2 # E 7 & S 0 &! S 1&! S 2 # F 7 & S 0 &! S 1& S 2 # G 7 & S 0 & S 1&! S 2 # H 7 & S 0 & S 1& S 2

The EIGHT ABEL notations can be represented by a single notation

if variables A0, A1, A2, A3, A4, A5, A6 AND A7 are defined as a set A. Similarly for B, C, D, E, F, G and H.

A = [A0, A1, A2, A3, A4, A5, A6, A7];

B = [B0, B1, B2, B3, B4, B5, B6, B7];

C = [C0, C1, C2, C3, C4, C5, C6, C7];

D = [D0, D1, D2, D3, D4, D5, D6, D7];

E = [E0, E1, E2, E3, E4, E5, E6, E7];

F = [F0, F1, F2, F3, F4, F5, F6, F7];

G = [G0, G1, G2, G3, G4, G5, G6, G7];

H = [H0, H1, H2, H3, H4, H5, H6, H7];

OUT = [OUT0, OUT1, OUT2, OUT3, OUT4, OUT5, OUT6, OUT7];

S = [S0, S1, S2]

The ABEL notation representing the MUX is:

OUT = (S =   = 0) & A # (S =   = 1) & B # (S =   =  2 ) & C # (S = = 3) & D # (S =   = 4) & E # (S = = 5) & F # (S = = 6 ) & G # (S =   = 7) & H;

Make sure you can make some changes to your solution file before submitting copy-paste solution will be marked zero.

If you found any mistake then correct yourself and inform me.

Before submitting an assignment check your assignment requirement file.

If you need some help and question about file and solutions.

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