Design a counter with the following repeated binary sequence : 0,1,2,3,4,5,6,7,8,9. Treat the unused states as don’t cares.
1. Derive the following:
a. State Diagram
b. State table / excitation table
c. Logic Diagram
d. Schematic Diagram
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Design a counter with T flip-flops that goes through the following repeated sequence: 0, 1, 3, 7, 6, 4, 0, 1, 3, ... Treat unused states 010 and 101 as don’t care conditions, i.e. we don’t care what their next states are. (First create truth table and minimize using K-Map, and finally draw the final logic diagram.
Design a counter that counts in the sequence 0, 3, 4, 1, 2, 5 repeatedly. Use D flip-flops. Treat the unused states as don't cares. Draw the logic diagram. Does this circuit self-correct for all unused states? Be sure the work for this final step is visible, don't just guess.
14?
14. Design a cyclic counter that produces the binary sequence 0, 2, 3,1. o..if the control signal X is 0 but produces the binary sequence 0, 1,3,2.0, if the control signal X is1.Use D flip-flops. (a) Draw the state diagram; (6 points (b) Draw the input, present state-next state, excitation table: (6 points) (c) Derive the minimal SOP expressions for the D inputs of the flip-flops using K-maps. Draw the logic circuit realization of the counter, using only NAND...
3. Design a counter with the following repeated binary sequence: 0,1,2,4,6. Use D flip-flop. 4. Design a counter to count with T flip-flops that goes through the following binary repeated sequence: 0,1,3,7,6,4. Find out the counter response towards the unused state. Illustrate the response with a state diagram. 5. Design a mod-7 counter (repeat binary sequence: 0,1,2,3,4,5,6) use JK flip-flop.
ercise 5 Part One: Sequential Logic ask 5.1,1: Design a 4-bit up/down counter that does not overflow or underflow. That is, counting up is disabled when it reaches its maximum value and counting down is disabled when it reaches its minimum value. Use circuit simulation to verify your design. Task 5.1.2: Design a logic implementation of the Finite State Machine in Fiqure 2.3 using JK flip flops. It can be assumed that unused state combinations may be considered as don't...
Its logic design
my sequence is 127605
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27 60 Experiment 4 Six-State Up-Down Counter 1 Objective To become familiar with the design procedures of a counter, which are applicable to the design of other synchronous sequential circuits. 2 Problem description A six-state up-down counter is to be designed. Three flip-flops with outputs Q2,Qi and Qo are required in the design. As shown in Figure 1, the counter is initialized...
It is a question about Computer organization
1. Design a sequential counter that counts as follows: 1.1. Draw the state diagram 1.2. Write the State Table 1.3. Add the Excitation table using SR Flip Flop 1.4. Minimize 1.5. Draw the logic diagram
1. Design a sequential counter that counts as follows: 1.1. Draw the state diagram 1.2. Write the State Table 1.3. Add the Excitation table using SR Flip Flop 1.4. Minimize 1.5. Draw the logic diagram
Sequential Logic Design Part 1: The following transition equations are implemented with DFF, the system was encoded in binary and has only 5 states (other states are don't cares). Create the Transition and Excitation table based on these equations. P2+ = P1 PO.X + PIPO Pl* = P1x + PIPO P0+ = P2 PI PO + PO x + P1 x + PIPOA z = PIPO + P2 PO I
bilbecome famillar with t Objective design of other smchronos e pieos 2A Problem description six-state up-down co and Qo are required in the desidesi are rotvpulse to the REETInuo a posal state Se where the normal countet direcion Te the circuit in the initial st the RES hown in Fres flip-opw wi the RESET input is O during KESET Input of the couner th counting sequence is signal Cwa reversed irc- s an up-counter. The RES So 0. Ss S4...
Instructor: Dr. A,Sctt 3. 130 pts. totall A "marching I's counter" outputs the following sequence in decimal 0, 4,2, 1,0,... In The counter gets its name from the binary sequence, binary the sequence is 000, 100, 010, 001, 000, where it appears that the I's are marching from left to right when the clock cycles. Design the sequential circuit to produce the counter. Derive and draw a FSM state diagram [10 points) a. b. Using D fip lops,(), g(1), (o)...