s. Label signals and draw the signal-low graph for the block diagram shown in Figure 2....
Question 1: Given the Block Diagram as shown in Figure 1. Draw the Signal Flow Graph and find the overall system Transfer Function using Mason's Gain formula. R G G Gg H G Figure 1. Block Diagram Representation
3. Block diagram consist of functions performed by each component of a system and flow of signals meanwhile, signal flow graph consists of branches which represents the systems and nodes which represents the signals For the block diagram shown in Figure 5, determine the relationship between the output variable C(s) and the input variable R(s) by analyzing the system's variables. (a) (12 marks) Gil GloC V(s) Figure 5 (b) Consider a simple first-order system G(s). Find the time constant and...
Consider the block diagram in figure 2 a. Hy R(s) GI G G3 +1 Figure 2 Convert figure 2 to signal flow graph. Using your result in Q5ali), determine the transfer function using the Mason's gain (2marks) formula.
Consider the block diagram in figure 2 a. Hy R(s) GI G G3 +1 Figure 2 Convert figure 2 to signal flow graph. Using your result in Q5ali), determine the transfer function using the Mason's gain (2marks) formula.
4. Find the modified signal flow graph from the block diagram in Figure 2 5. Determine the output wrt. the input R(s) Y (s) Gi(s) G2(s) H1(s) H2(s) Figure 2: A hybrid system.
(15 pts) Given the 5-point signal space diagram shown below, can you find an alter- native 2-dimensional signal set with the same number of signals, lower average energy and a lower probability of symbol error at high SNR? Assume signals are equally likely. Draw and label your signals very neatly. Justify your answer 3 3 -21 -1 -2 -3
(15 pts) Given the 5-point signal space diagram shown below, can you find an alter- native 2-dimensional signal set with the...
Draw a signal flow graph from the given block diagram below and find a transfer function Ys X() using Mason's rule. (15 pts)Bke i G3 (s) x(s) G2 (s) - Y(s) → H1 (s) C. H2 (s) 63
Draw a block diagram/schematic of the entire accumulator- based processor system with the clock divider showing the connections between all four components (the 4-bit register, the 4-bit ALU, the seven-segment display, and the clock divider). You will implement this entire system on the FPGA board in lab task 5. Make this block diagram/ schematic large enough to add these additional details: i. Give each component a unique and meaningful name . İİ.Label each component's input/output ports with the appropriate names...
Simplify the following block diagram. Obtain the transfer function from R to C for Fig. 1,
and the transfer function from X(s) to Y(s) for Fig. 2.Convert the block diagram of figures 1 and 2 to a signal flow graph.Below are the diagrams:
2. For the signal shown in figure, draw the following signals x(t) 2 1 -1 0 1 2 a. x(t-5) b. x(2t+1) C. x(6-t) d. x(-t-2) e. [x(t)+x(-t)Ju(t) 3. Given x[n]=(6-1)[[n] -u[n-6]], draw the following signals a. X[n+3] b. X[3n+1] c. X[6-n) d. x 4. Draw the following signals a. X(t)=u(sin st) b. X(t)=u(t+1)-2u(t)+u(t-1) c. X(t)=r(++4)-r(1+2)+u(t)-3r(1-4)+3r(1-5) d. x(t)=2u(t)-u(1-2)+1(1-3)-2r(1-4)+2r(1-5)
2. Determine the closed-loop transfer function Y (using Signal Flow Graphs or Block U(s) Diagram Transformations) for the system shown in Figure 2 U(s) Y (s) 0 do