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Describe some properties of the Gray code? Write the logic function for an 8-bit binary code...
Logic Design Course assignment: Construct the truth table for 3 bit binary-to-Gray code converter. Use K-map...
Logic Design Course assignment: Construct the truth table for 3 bit binary-to-Gray code converter. Use K-map for simplification and draw the circuit for Binary-to-Gray code Converter using AND, OR and Not gates in logisim Simulator.
Finite state machine (FSM) counter design: Gray codes have a useful property in that consecutive numbers differ in only a single bit position. Table 1 lists a 3-bit modulo 8 Gray code representing the...
Finite state machine (FSM) counter design: Gray
codes have a useful property in that consecutive numbers differ in
only a single bit position. Table 1 lists a 3-bit modulo 8 Gray
code representing the numbers 0 to 7. Design a 3-bit modulo 8 Gray
code counter FSM.
a) First design and sketch a 3-bit modulo 8 Gray code counter
FSM with no inputs and three outputs, the 3-bit signal
Q2:0. (A modulo N counter counts from 0 to N −...
Design a 4-bit grey code adder. b) The adder has three components: two 4-bit grey-to-binary converters,...
Design a 4-bit grey code adder. b) The adder has three components: two 4-bit grey-to-binary converters, a 4-bit binary adder, and a 5-bit binary-to-grey code convertor. c) Model this design with SV as a combinational block. d) Write one test bench to verify the SV model. it will receive a grey input that then will be converter into binary to be added then out putting from binary back to gray
Design and implement a 4 bit- binary to gray code converter using CMOS transistors. ...
Design and implement a 4 bit- binary to gray code converter using CMOS transistors. (30 Marks) (Note: Students are expected to design the circuit with truth table, solve the output expression (by use of K Map or suitable circuit Reduction technique) and implement using CMOS transistors.)
write a verilog code that takes binary 4-bit input and convert to bcd 4bit output (4...
write a verilog code that takes binary 4-bit input and convert to bcd 4bit output (4 outputs each 4 bit)
Verilog HDL Design a logic module to multiply an 8-bit binary number A [0:7] by a...
Verilog HDL Design a logic module to multiply an 8-bit binary number A [0:7] by a 4-bit binary number N [0:3]. The multiply is started when M is asserted. The output F is asserted when the multiply is completed and the product P [0: 15] is available. The outputs need to remain valid until the next multiply command is given. Assume M is valid for several of your clock cycles and then is de-asserted. Implement the multiply using repeated addition...
For the following specs, determine the logic circuit capable of implementing the function and then write...
For the following specs, determine the logic circuit capable of implementing the function and then write Verilog (structral code only)code. For this implementation you are required to use a Full adder and a 2:1 multiplexer along with other combinational logic. Suppose A is a 8 bit binary number, and B and C are each 4 bit numbers. If the odd positions in A have odd number of 1s in total // A[1], A[3], A[5] and A[7] has odd ones total...
Exercise 5.6: Generic Binary-to-Gray Converter The regular binary code, which consists of code words ordered according...
Exercise 5.6: Generic Binary-to-Gray Converter The regular binary code, which consists of code words ordered according to their increas ing unsigned decimal values, constitutes the most commonly used digital code. In some kind operation opcode 000 ya+b a(N-1:0) b(N-1:0) a(N-1:0) unsigned ya b 001 y(N- 1:0) Arithmetic Arithmetic 010 y-a+b ya+b+cin y(N:0) b(N-1:0 circuit circuit 011 cout cin cin 100 ya+b signed 101 ya b opcode(2:0) opcode(2:0) 110 y-a+b (a) (b) (c) 111 ya+b+cin Figure 5.14 applications, however, gray code...
Draw the circuit for a combinational logic circuit that, given an 8-bit unsigned binary number N = N7N6N5N4N3N2N1N0, the...
Draw the circuit for a combinational logic circuit that, given an 8-bit unsigned binary number N = N7N6N5N4N3N2N1N0, the output for F is the signed 1's complement representation of N.
QUESTION 2 (40 MARKS) Figure Q2 show Binary to Gray code converter block diagram. Based on...
QUESTION 2 (40 MARKS) Figure Q2 show Binary to Gray code converter block diagram. Based on that figure, design: (a) Circuit using logic gates. Obtain the truth table and represent Yo, Y1, Y2 and Y3 in minimized SOP Boolean algebra term. Draw the circuit using logic gates (CO2:P03 - 20 Marks) (b) Circuit using 8 to 1 Multiplexer with A, B, C as a data selector. Obtain the truth table of each multiplexer. Draw the circuit using 8 to 1...
Finite state machine (FSM) counter design: Gray
codes have a useful property in that consecutive numbers differ in
only a single bit position. Table 1 lists a 3-bit modulo 8 Gray
code representing the numbers 0 to 7. Design a 3-bit modulo 8 Gray
code counter FSM.
a) First design and sketch a 3-bit modulo 8 Gray code counter
FSM with no inputs and three outputs, the 3-bit signal
Q2:0. (A modulo N counter counts from 0 to N −...
Exercise 5.6: Generic Binary-to-Gray Converter The regular binary code, which consists of code words ordered according to their increas ing unsigned decimal values, constitutes the most commonly used digital code. In some kind operation opcode 000 ya+b a(N-1:0) b(N-1:0) a(N-1:0) unsigned ya b 001 y(N- 1:0) Arithmetic Arithmetic 010 y-a+b ya+b+cin y(N:0) b(N-1:0 circuit circuit 011 cout cin cin 100 ya+b signed 101 ya b opcode(2:0) opcode(2:0) 110 y-a+b (a) (b) (c) 111 ya+b+cin Figure 5.14 applications, however, gray code...
QUESTION 2 (40 MARKS) Figure Q2 show Binary to Gray code converter block diagram. Based on that figure, design: (a) Circuit using logic gates. Obtain the truth table and represent Yo, Y1, Y2 and Y3 in minimized SOP Boolean algebra term. Draw the circuit using logic gates (CO2:P03 - 20 Marks) (b) Circuit using 8 to 1 Multiplexer with A, B, C as a data selector. Obtain the truth table of each multiplexer. Draw the circuit using 8 to 1...
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