QUESTION 5 35 A convolutional circuit has three internal registers (S0, S1, and s2), and two outputs (c0 and c1), calculated as follows: c0=i+s2; c1=i+s0+s1. We are currently in state 110 and receive input 0. What is the output and next state? O c0=0; c1=0; next=011 O c0=1; c1=0; next=011 O c0=1; c1=1; next=011 O c0=0; c1=1; next=011 QUESTION 6 11 A convolutional circuit has three internal registers (s0, s1, and s2), and two outputs (c0 and c1), calculated as follows: c0=i+s0; c1=i+s1+s2. We are currently in state 110 and receive input 0. What is the output and next state? c0=1; c1=1; next=011 O c0=0; c1=1; next=011 O c0=0; c1=0; next=011 O c0=1; c1=0; next=011 QUESTION 7 02 A convolutional circuit has three internal registers (s0, s1, and s2), and two outputs (c0 and c1), calculated as follows: c0=i+s0; c1=i+s0+s1. We are currently in state 011 and receive input 1. What is the output and next state? O c0=0; c1=1; next=101 O c0=0; c1=0; next=101 O c0=1; c1=0; next=101 O c0=1; c1=1; next=101

QUESTION 5 35 A convolutional circuit has three internal registers (S0, S1, and s2), and two outputs (c0 and c1), calculated as follows: c0=i+s2; c1=i+s0+s1. We are currently in state 110 and receive input 0. What is the output and next state? O c0=0; c1=0; next=011 O c0=1; c1=0; next=011 O c0=1; c1=1; next=011 O c0=0; c1=1; next=011 QUESTION 6 11 A convolutional circuit has three internal registers (s0, s1, and s2), and two outputs (c0 and c1), calculated as follows: c0=i+s0; c1=i+s1+s2. We are currently in state 110 and receive input 0. What is the output and next state? c0=1; c1=1; next=011 O c0=0; c1=1; next=011 O c0=0; c1=0; next=011 O c0=1; c1=0; next=011 QUESTION 7 02 A convolutional circuit has three internal registers (s0, s1, and s2), and two outputs (c0 and c1), calculated as follows: c0=i+s0; c1=i+s0+s1. We are currently in state 011 and receive input 1. What is the output and next state? O c0=0; c1=1; next=101 O c0=0; c1=0; next=101 O c0=1; c1=0; next=101 O c0=1; c1=1; next=101

Systems Architecture

7th Edition

ISBN:9781305080195

Author:Stephen D. Burd

Publisher:Stephen D. Burd

Chapter4: Processor Technology And Architecture

Section: Chapter Questions

Problem 9VE

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In digital electronics and modern computer hardware, a flip-flop is sequential digital circuit used as a basic memory element. It has two stable states and can be used to store state information. One of its states represents ‘1’ while the other represents ‘0’. The most common types of flip-flops are SR-flip-flop, JK-flip-flop, and D flip-flop. When used in a finite-state machine, the output and next state depend not only on its current input, but also on its current state (and hence, previous inputs).
In digital electronics and modern computer hardware, a flip-flop is sequential digital circuit used as a basic memory element. It has two stable states and can be used to store state information. One of its states represents ‘1’ while the other represents ‘0’. The most common types of flip-flops are SR-flip-flop, JK-flip-flop, and D flip-flop. When used in a finite-state machine, the output and next state depend not only on its current input, but also on its current state (and hence, previous inputs). Figure 1 D-Flip-flop with clock pulse (CP) Figure 1 shows a D flip-flop with clock pulse (CP). D is directly passed from stage1 to stage 2 through NAND gate and passed as inverted through gate 5 and gate 4. The input D is always sampled when the system CP is 1. Considering the memory element in Figure 1, perform the following tasks: Design FSM for the Figure 1 Simulate the Figure 1 using C. Write 400 words report on shift and…
= 1 causes the heater to decrease its Q3: A Moore sequential circuit has three inputs (X2, X1, and Xo) that specify a temperature range in a room. The circuit has two outputs (I and D) that control a heater for the room; I = 1 causes the heater to increase its heat output, and D heat output. If the temperature range is 0, 1, or 2 for three successive clock cycles, the circuit generates I = 1, and conversely if the temperature range is 5, 6, or 7 for three successive clock cycles, the circuit generates D = 1; otherwise, I = 0 and D = 0. 1. Draw a state diagram. 2. Construct a state table. 3. Using D flip-flops, construct a state assigned table. 4. Determine the next-state and output logic expressions. 5. Sketch the corresponding logic circuit.
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QUESTION 5 13 A convolutional circuit has three internal registers (s0, s1, and s2), and two outputs (c0 and c1), calculated as follows: c0=i+s1; c1=i+s1+s2. We are currently in state 011 and receive input 0. What is the output and next state? c0=0; c1=1; next=001 c0=0; c1=0; next=001 c0=1; c1=0; next=001 c0=1; c1=1; next=001
A combinational circuit with four inputs (A,B,C,D) and one output (Z) is designed as follows using an 8:1 multiplexer. Inputs A,B,C are connected to the select lines ?S2, S1, S0 respectively. Multiplexer has the following values connected to the data inputs: I0,I6 =1; I1,I3 =D; I2,I5 =0; I4,I7 =D’ Write the simplest logic expression of the circuit realized above Z= f(A, B, C, D)
In digital electronics and modern computer hardware, a flip-flop is a sequential digital circuit used as a basic memory element. It has two stable states and can be used to store state information. One of its states represents ‘1’ while the other represents ‘0’. The most common types of flip-flops are SR-flip-flop, JK-flip-flop, and D flip-flop. When used in a finite-state machine, the output and next state depend not only on its current input but also on its current state (and hence, previous inputs). Stage 2 Stage 1 Figure 1 D-Flip-flop with clock pulse (CP) Figure 1 shows a D flip-flop with clock pulse (CP). D is directly passed from stage1 to stage 2 through the NAND gate and passed as inverted through gate 5 and gate 4. The input D is always sampled when the system CP is 1. Considering the memory element in Figure 1, perform the following tasks: Design FSM for the Figure 1