Inputs a b Outputs carry sum 20 a sum 0 0 0 0 Half 0 1 0 1 Adder b carry 1 0 0 1 1 1 1 0 Chip name: Inputs: HalfAdder a, b Outputs: sum, carry Function: sum = LSB of a + b carry = MSB of a + b Figure 2.2 Half-adder, designed to add 2 bits.
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need help to implement half adder in hdl program please
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- Computer architecture hw help 2Design a 4-bit magnitude comparators, which compares two 4-bits binary numbers (A3A2A1A0 and B3B2B1B0) and generates three outputs: A>B A<B A=Bon on on on A 4-bit carry look-ahead adder and a 64-bit carry look-ahead adder have the same complexity Select one: O True O False Select the correct answer of the BCD addition of: 205+147 Select one: O a. 001101010010 O b. 110001110101 O c. 100111110101 O d. 100001111101 Verilog is a hardware descriptive language that is easier than VHDL. Select one: O True O False In VHDL, a signal's name can only start and contain characters. Select one: O True O False
- 5- Write a C code that generates a 100 cycles only of waveform at variable frequency where the output frequency is given by: foutput = 5 + n Hz, where n is the Cycle Number n= 0,1, 2..... .99. The output is available from RB10. Given that Fcy = 50 MHz.5. The maximum number of output states an 1-bit comparator could have is: b.2 а.1 с.3Task 2: Design of 8-to-3 line Encoders: An encoder is a digital function that performs the inverse operation of a decoder. An encoder has 2n (or fewer) input lines and n'output lines. The output lines generate the binary code corresponding to the input value. An example of an encoder is the octal-to-binary encoder. This encoder has eight inputs, one for each of the octal digits, and three outputs that generate the corresponding binary number. It is assumed that only one input has a value of 1 at any given time. 8 to 3 O, line Encoder O2 a) Complete the truth table of the 8-to-3 line encoder and write the output equations. Inputs I | l6 Is | ls 13 | |2 | I; | lo| 02 0, 0 Outputs 0000 0 1 1 Op = O2 = O 00 0000 lo-0 0000 0 200 100 000 000 100 00 000 001 00 000 00001
- An automated water tank system consists of Flash ADC, DAC, sensor and motor where sensor gives voltage value as output. If the water level of the tank goes below 15%, it produces the voltage of 5.10V. That voltage is then put through a 4-bit Flash ADC as input (where reference voltage is 16V and R=5kΩ). After that the output of that ADC applied to a Binary Weighted DAC (where the “logic 1” as 5 V, “logic 0” as 0 V and R = 3.5kΩ) to produce sufficient voltage to turn ON the water supply motor. i. Draw the block diagram of the whole system ii. Design the complete circuit diagram (combined) of the system consisting ADC and DAC. iii. Find the required voltage to turn ON the motor.Q1.Write a Verilog code for the 16 bit ripple carry adder. The hierarchy of 16 bit ripple carry adder is shown in figure below. The ripple carry adder is made up of four 4 bit full adder, each 4-bit full adder is made up of four full adders which in turn made up of two half adders and OR gate. Finally each half adder is made of xor, nand and nor gate.Design all operations of the ALU independently. There are a total of 8 operations. All operations are 4 bit. · F=A+B with Carry in and Carry out · F=B-A with Borrow In and Borrow out · F=A-B with Borrow In and Borrow out - F=2xAwith a flag for overflow - F=A/2 with a flag for overflow · F=AxB with overflow · F=AXORB (Bitwise XOR) · F= A< B (F = 1 if true, F=0 otherwise)
- WAP program creates a BitArray of five Byte values (1,2,3,4,5) anddisplays each byte in its proper binary form:Design a Moore-type circuit for the pattern recognizer described below using D-flipflop. Show the state diagram and excitation table.Task 1: 1-bit Full Adder For this task, you will be building a 1-bit Full Adder circuit. To begin, consider how you do binary addition on paper, but only look at what happens in a single bit. Ultimately, for each bit, you have 3 inputs, and 2 outputs. The inputs are A and B, the two bits you are adding, along with a potential Carry In (Cin, some sort of carry from the previous bit). The outputs are the sum and a Carry Out (Cout) that goes onto the next bit. Consider all of the possible permutations of A, B, and Cin being 0 and 1, and fill out what Sum and Cout would be in the table below A B Cin Sum Cout 0 0 0 0 0 1 0 1 0 0 1 1 1 0 0 1 0 1 1 1 0 1 1 1 Now that you have a table for the 1-bit Full Adder, you should be able to directly come up with the sum of product (SOP) equation for Sum and Cout (separately, in terms of A, B, and Cin). Use a K-map to minimize Cout…