Please , draw the logic diagram or schematics for each implementation(D ,T, JK l flip-flops), according the state table below.
Clearly show K-maps used
Indicate the GIC for each of the implementation and make a comment on the best implementation.
D flip flop can be implemented using above truth table ...
As next state is equal to D , so it can be implemented as following...
Similarly we can implement T flip flop as following...
So we have found the next state expression for T flip flop as shown above ...
After that we can implement it using logic as follow--
Now it turn for J K flip flop--+
Truth table for JK is shown above ...
Implementing expression for next state we get following--
D flip flop can be implemented best because it's input does not depends on the initial state of output , so it will have less propagation delay ...
Output is simply the input provided in that clock cycle-- in case of D flip flop...
Please , draw the logic diagram or schematics for each implementation(D ,T, JK l flip-flops), according...
A sequential circuit composed of two JK Flip-Flops is read and the following input are observed for the two JK Flip-Flops: J1 = x2 K1 = x + 92 J2 = x'q1 K2 = x' +91 z = 91'92 +9192 Use these equations to fill in the following State Transition table. 91*22* 9192 x = 0 x = 1 Your answers will be given in terms as 00 for 0,01 for 1, 10 for 2, and 11 for 3. Note...
Implement the following logic table using JK flip-flops. 01 and Q0 represent the current state, X represents the machine's input, D1 and DO represent the next state, and Z is a machine output. 3) Q1 Q0 X D1DOZ 0 0 1 0 0110 0 0 0 0 0 0 0 0 0 Repeat problem 3), except implement the machine as a "one-hot" state machine. Label your flip flops "ОО", "O1", "10", and "11". 4)
Need help part B and C please. Thank you
. CDA3201·Intro to Logic Desig Lab Assignment Name: Grade: 20 5) 120] At right is the state dingram for a Moore sequential 1 01.10 АО circuit which monitors two inputs XiXo. When the two inputs XiXo are 00, the output Z toggles at every clock When the two inputs XiXo are 11, the output Z toggles at every other clock. When the two inputs XiXo are different, the output Z holds...
Design a counter to count-up from 2 to 5 using 3 D Flip-Flops similar to the following sample: Important Steps: After you simplify D2, D1 and DO by kmap Have a piece of paper to draw it then open iCircuit to design it using BCD If it works well as a counter, copy the design from iCircuit and paste it here. 3-Bit Counter Using D Flip-Flop: The State Equation of D Flip-Flop: Q(t+1)=D(t) => Dn=An Count Up From 3 To...
Its logic design
my sequence is 127605
i need help with all this pages please and thank you
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...
Given the State Table Below 01* 02 03 1 203 X-1 0 000 01 0 0 0 1 0 0 A. Draw a state Diagram (5 points) B. Create the "design truth table" for the "next state" and the "output" (5 points) C. Make a Karnaugh for each "next state" and the "output" (10 points) When making the Karnaugh maps, "xO1" should be along the top and "0203'" along the side (The two missing states should be considered "DONT CARES")...
Please work on Part E & F
Given the State Table Below Q1 Q2 Q3 X-1 X-0 X-1 10111loloi A. Draw a state Diagram (5 points) B. Create the "design truth table" for the "next state" and the "output"' (5 points) C. Make a Karnaugh for each "next state" and the "output" (10 points) When making the Karnaugh maps, "xQ1" should be along the top and "0203" along the side (The two missing states should be considered "DONT CARES") Write...
please show your work
4. Design a sequential circuit using D flip-flops that produces the following state table: 1 Present Next QU Q.Qo Qu Q.Qo 0 00 XX 0 01 00 0 10 01 0 11 0 10 00 01 01 10 10 0 11 11 X XX 1 1 1 There are three bits of state split into a single bit Qu and an unsigned two-bit number Q1 Qo. You may assume that the counter does not start in...
6. Design a 2-bit binary counter that counts, 0, 1, 2, 3, 0,. Use the 74LS374 IC, which has eight D flip-flops on it. They are positive-edge triggered, but it will not matter at all here You may draw a state diagram and then fill in the table Present State Q(t) Next State (D(t) - Q(t+1)) Q1(t) Qo(t) 7. Design a BCD binary counter that counts from 0 to 9 then back to 0 and repeat, displaying the count on...
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.