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Solutions to homework assignment #8 for the ece 349 course on sequential circuits. It includes the design of counters using d, j-k, and t flip-flops, as well as problem-solving based on textbook questions. Students are encouraged to draw circuit diagrams and design equations where necessary.
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ECE 349 Homework Assignment #8 Solutions
Show your work! You will not receive full credit for the answer alone.
A B C A+ B+ C+ Da Db Dc 000 101 101 001 000 000 010 001 001 011 010 010 100 011 011 101 100 100 110 XXX XXX 111 XXX XXX Design Equations: Da = AC + A′B′C′, Db = AC′^ + BC, Dc = C′ If in state 110, NS is 011. If in state 111, NS is 110.
A B C A+ B+ C+ Ja Ka Jb Kb Jc Kc 000 101 1X 0X 1X 001 000 0X 0X X 010 001 0X X1 1X 011 010 0X X0 X 100 011 X1 1X 1X 101 100 X0 0X X 110 XXX XX XX XX 111 XXX XX XX XX Design Equations: Ja = B′C′, Ka = C′, Jb = AC′, Kb = C′, Jc = 1, Kc = 1 If in state 110, NS is 001. If in state 111, NS is 111. It would be wise to redesign this state machine so state 111 leads to some valid state.
A B C A+ B+ C+ Ta Tb Tc 000 010 010 001 100 101 010 001 011 011 110 101 100 011 111 101 000 101 110 000 110 111 000 111 Design Equations: T a = A + C, T b = C′^ + AB, T c = C + A′B + AB′
S0 S2 S3 S
S1 S4 S5 S
S4: 1 & 0
0 0 0 0
0 0 0 1
1 1 1 1
1 1 1
0
0 0 0
0 0 0
0,
S0: nothing
S5: 1 & 0 & 0
S3: 00
S2: 0
S1: 1
S6: 000 S7: 1 & 0 & 0 & 0
S 0
1
S 0
S3: 00 or 10 : Z = 1
1
01,
01,
00
00,
00,
00,
11
S
S
01,
11
01
S0: 00 or 11 : Z = 0 S1: 01 or 10 : Z = 0 S2: 01 or 11 : Z = 1
quence X and that will produce an output Z = 1 if the total number of 1s received is even (consider zero 1s to be an even number of 1s) and the sequence 00 has occurred at least once. The total number of 1s received includes those received before and after A minimum of six states is required. Design your network using NAND gates, NOR 0 1 0 1 0 0 0 0 0 0 0 1