Develop a counter circuit with an input X that counts as follow: If X 0 01 2→ 3→4→0→1m If X= 1 0- 2→4→ 0→2→4 Select a flip-flop, write the state table, derive the simplified expression, and draw the final circuit diagram.
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- TOPIC: Design, Implementation, and simulation of Combinational circuits using K- Map. Simplify the following expression using the Karnaugh Map (K-Map) and implement. Write a truth table for the expression (shown in the picture) and then draw a simplified logic diagram. Implement the expression on the Multisim software and insert snapshots of the implementation. The expression is shown in the picture below:3-) Analyze the circuits below and write the Boolean equation for each Part. Simplify the equation using Boolean algebra and determine if they function as an XOR, XNOR or neither. A): Dor B): XD XD . Dan explanation of flip-flop circuits and their uses Sequential or combinational circuits.
- Analyze the circuit and give your comments if it can be used as a flip flop or not. The circuit below is designed to realize a flip flop.Consider the circuit shown in Figure P7 20 The switches are controlled by logic variables such that, if A is high, switch A is closed, and if A is low, switch A is open. Conversely, if B is high, the switch labeled B is open, and if B is low, the switch labeled B is closed. The output variable is high if the output voltage is 5 V, and the output variable is low if the output voltage is zero. Write a logic expression for the output variable. Construct the truth table for the circuit. Logic 1 R B 5 V A C Logic 0 Figure P7.20Design a circuit that will tell whether a given month has 31 days init.The month is specified by a 4-bit input A, B, C, and D. For example,if the inputs are 0001, the month is January, and if the inputs are1100, the month is December. The circuit output F should be 1 onlywhen the month specified by the inputs has 30 days in it. Write thesimplified expression, and draw the circuit diagram using aminimum number of gates. (Hint: Remember to take advantage ofdon’t cares.)
- Flip flop in sequential circuit with 2 inputs as x, y and one z output input and output equations are as follows. a-) Draw the block diagram of the circuit. b-) Is circuit Mealy or Moore? Explain it. c-) Analyze the behavior of the circuit. A(t+1) = x′y + xAB(t+1) = x′B + xAz = B2. Design an electronic digital circuit that implements the following logic expressions. Hint: Consider a multiplexer approach as your first optimization alternative. F = A-B.C+ B.T D+C D+ A C.D+A.B F = A.B.C+ B.C.D+C D+A C-D+C D A-B.C+A.B -D+T D+A.C-D+C.D A.B.C+B C.D+C.D+ A.C-D+ A.B F = (7.2) Construct K-Maps for all expressions Construct the optimized circuit that best meets specifications 7.2.Design a logic circuits w/ 4inputs (A(MSB), B,C,D(L,S,B)) and 1 output x. The 4 inputs represent switches in a vending machine. The switches can be either open (0) or closed (1) The X output becomes high if and only there are two or more switches closed at the same time. Furthermore it is impossible for the first A and the last switch D to be closed at the same time. Reqd: 1.) complete and labeled truth table 2.) canonical sop form expression 3.) grouped kmap 4.) minimum SOP expression
- Design a Moore state machine with one input x, and one output y. The output is normally 0, but becomes 1 whenever the machine detects the sequence "x = 0", "x = 1", and "x = 1" on the three consecutive rising edges of the clock. Sketch a state graph for your design. Write down the state table for your design Come up with a state assignment Find the excitation logic for D flip flips Sketch a diagram of your final design.Design a counter that has the following repeated binary sequence: 1, 3, 5, 7 using D-flipflops.Flip flop input and output equations for a sequential circuit with 2 flip flops (A and B), 1 input (X) and 1 output (Z) are as follows. Create a state table for the circuit and draw the state diagram of the circuit. Write whether the circuit is a Mealy or Moore circuit and explain why. A(t+1) = A’X + BX' B(t+1) = AX’ + B'X Z = A’B'X'