QUESTION 2 2.1 Design a synchronous counter to produce the following binary Gray code sequence. Use J - K flip-flops. An
Posted: Thu May 26, 2022 10:26 am
Digital systems 2
QUESTION 2 2.1 Design a synchronous counter to produce the following binary Gray code sequence. Use J - K flip-flops. Answer on the annexure sheet (Diagram1) provided. 0, 1, 3, 2, 6, 7, 5, 4. (Must use maximum grouping in K-Maps).NB: Show all six design steps NB: Hand in Diagram 1 with your answer sheet for marking. Show how a Mod 4 and Mod 8 counters are cascaded. Total = [30] 2.2 (18) (6)
DIGITAL SYSTEMS 2 STUDENT SURNAME: Present State Q₂ Q₁ Qo Q₂ Q₁ Q₂Q₁ Q₂ 00 01 11 10 Q₂ 00 01 11 10 0 0 Q₂ 1 NEXT STATE TABLE TRANSMISSION TABLE Output State Transitions. (Present state to next state) Q, Q₂ Qo 1 Q₂ Q₁ 00 01 11 10 Q₂ Q₁ Next State Q₂ Q₁ Qo Q₂ 00 01 11 10 0 1 0 1 J₂ K₂ Q₂ Q₂ Q₁ 00 01 11 10 Q₂ Q₁ Q₂ 00 01 11 10 DIAGRAM 1 STUDENT NUMBER: Flip-flop inputs J₁ K₁ 0 0 1 1 Jo Ko DSY2602/101/1/2022 3
QUESTION 2 2.1 Design a synchronous counter to produce the following binary Gray code sequence. Use J - K flip-flops. Answer on the annexure sheet (Diagram1) provided. 0, 1, 3, 2, 6, 7, 5, 4. (Must use maximum grouping in K-Maps).NB: Show all six design steps NB: Hand in Diagram 1 with your answer sheet for marking. Show how a Mod 4 and Mod 8 counters are cascaded. Total = [30] 2.2 (18) (6)
DIGITAL SYSTEMS 2 STUDENT SURNAME: Present State Q₂ Q₁ Qo Q₂ Q₁ Q₂Q₁ Q₂ 00 01 11 10 Q₂ 00 01 11 10 0 0 Q₂ 1 NEXT STATE TABLE TRANSMISSION TABLE Output State Transitions. (Present state to next state) Q, Q₂ Qo 1 Q₂ Q₁ 00 01 11 10 Q₂ Q₁ Next State Q₂ Q₁ Qo Q₂ 00 01 11 10 0 1 0 1 J₂ K₂ Q₂ Q₂ Q₁ 00 01 11 10 Q₂ Q₁ Q₂ 00 01 11 10 DIAGRAM 1 STUDENT NUMBER: Flip-flop inputs J₁ K₁ 0 0 1 1 Jo Ko DSY2602/101/1/2022 3