Sequential circuits analysis and design 1. Analysis Consider the following sequential logic circuit diagram FF1 FF2 a. Derive the Boolean expressions for the inputs of each flip-flops in the circuit...


Sequential circuits analysis and design<br>1. Analysis<br>Consider the following sequential logic circuit diagram<br>FF1<br>FF2<br>a. Derive the Boolean expressions for the inputs of each flip-flops in the circuit diagram, in<br>terms of external input Cnt and the flip-flop outputs Q, and Q.<br>b. Derive the next-state equations by converting these excitation equations into flip-flop<br>characteristic equations.<br>In the case of D flip-flops, Q = D. Therefore, the next state equal the excitation equations.<br>c. Draw the next states table shown below<br>Present states<br>Next state<br>Q2Q1<br>Cnt =0<br>Cnt =1<br>00<br>01<br>10<br>11<br>d. From the above next state table draw the state machine diagram of the<br>circuit, and then try to find the function of the circuit.<br>

Extracted text: Sequential circuits analysis and design 1. Analysis Consider the following sequential logic circuit diagram FF1 FF2 a. Derive the Boolean expressions for the inputs of each flip-flops in the circuit diagram, in terms of external input Cnt and the flip-flop outputs Q, and Q. b. Derive the next-state equations by converting these excitation equations into flip-flop characteristic equations. In the case of D flip-flops, Q = D. Therefore, the next state equal the excitation equations. c. Draw the next states table shown below Present states Next state Q2Q1 Cnt =0 Cnt =1 00 01 10 11 d. From the above next state table draw the state machine diagram of the circuit, and then try to find the function of the circuit.

Jun 05, 2022
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