1. (20pts) Design a sequential circuit that will recognize each occurance of the following bit sequence 101101 in a stream of bits. Use D flip-flops for this design. Note: If there are unsued states then verify if your design is self correcting.
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- Construct a 3-bit counter using three D flip-flops and a selection of gates. Th e inputs should consist of a signal that resets the counter to 0, called reset, and a signal to increment the counter, called inc. The outputs should be the value of the counter. When the counter has value 7 and is incremented, it should wrap around and become 0.(c) Design a 3-bit synchronous counter using falling edge-triggered T flip-flops. The counter produces a straight count sequence starting from 000 to 111 but skips the code "100". Derive the state transition table and design the state transition logic using K-map. Draw your circuit clearly. If the circuit happens to enter into state "100", what is the next state of your circuit?Design a mod-6 counter using JK flip-flops that sequences through the following states: Q1Q2Q3 = 001 → 101 → 110 → 011 → 010 → 000.
- Design the Mod-9 asynchronous counter using JK flip-flops (The counter will return to zero again. The preset and clear ends of the flip-flops are not inverted)Design Problems: Problem #3: A sequential circuit has three JK flip-flops A, B and C, one input X, and one output Y. The state diagram is shown in Figure below 1. Using K-map to find the minimum SOP expression for the functions Ja, KA, Ja, Kg, J Ko, and Y. Draw the logic diagram of the circuit Derive the next-state table. 2. 3. 0/0 00 1/1 1/0 011 (010)1/1 1/1 1/1 000 19create the schematic needed for part d please
- note: just give me a idea to solve this question if you find it complex question from DIGITAL LOGIC DESIGN TOPIC : Designing Synchronous Counter Design a circuit of a Synchronous Counter using 74LS76 ( JK-Flip Flop ICs ). The counter should count in following sequence starting from 0. Perform all necessary designing steps by making state table, K-maps and the circuit diagram.Design a 2-bit countdown counter using D flip-flops and binary coding. This circuit has an input X. When X=0 flip-flops preserve their states. When X=1 next state is 1 less than the previous state. e.g. When X=1 if present state is 11 then the next state should be 10.Design a 2-bit counter using D-Flip flops with one input. When the input is 0, the ww m wwww w w m w i ww ww wwww www counter counts down, with the repeated sequence (11-10-01-00). When the input is 1, the counter counts repeated random sequence (00-01-11-10). a) Derive the state table for the sequential circuit. wwwww b) Derive the simplified flip flops input equations. www w w ww www m www ww c)Draw the logic circuit diagram of a 2-bit counter.
- Design a sequential circuit with two flip-flops A and B, and one input x_in. When x_in = 0, the circuit goes through the state transitions from 00 to 10, to 01, to 11, back to 00, and repeats. When x_in = 1, the circuit will reverse the given sequence. a. Using D Flip-Flop. b. Using JK Flip-flop. Provide the state diagram, state table, state equations, and the circuit diagram.Design a sequential circuit with two flip-flops A and B, and one input x_in. When x_in = 0, the state of the circuit remains the same. When x_in = 1, the circuit goes through the state transitions from 00 to 01, to 11, to 10, back to 00, and repeats. a. Using D Flip-Flop. b. Using JK Flip-flop.9 Two edge-triggered J-K flip-flops are shown in The Figure. If the inputs are as shown, draw the Q output of each flip-flop relative to the clock, and explain the difference between the two. The flip-flops are initially RESET. CLK CLK-C CLK C K (a) (b)