

Q3. A system's behavior is governed by the following transfer function relationships. Draw a block diagram...
(3) For the system modeled by with output defined as a) Find the system's transfer function(s) E(t) +3z(t) +2x(t)-Sult) b) Find the system's pole(s) (if any) and zero(s) (if any) c) Find n(t →x) if u(t)-G 120) 0 t<0 e) Find the frequency response function corresponding to output y 1) Find steady-state ya(t) if u(t) 3sin(21)
Evaluate the block diagram.
1. Write the transfer function for Y(s)
2. Write the transfer function for Z(s)
T S 1S)
Given the following system's block diagram, use Mason's rule to determine its transfer function (25%) 3)
Problem 1 (30 points): A system's block diagram is shown in the figure. 1. Transform the block diagram to an SFG 2. Calculate the transfer function from R(s) to Y)
Question) The transfer function of the system given in
the block diagram below
a) Find with the block diagram reduction method?
b) Find by Routh-Hurwitz stability analysis method?
NOTE: Draw option b on the flow diagram and solve it.
R(S) C(s) GA G3 G H
How to draw a block diagram from transfer function y(s)/x(s) = (4s^2 + 1)/(s + 4)
For the given set of equations, Draw an all-integrator block diagram for equation (2), a. b. Starting with the all-integrator block diagram from Part (a), incorporate equation (1) into an all-integrator block diagram that consists of two integrators, Using the block diagram from Part (b), create an all-integrator block diagram that relates C. u(t), x (t), and x2(t) with y(t), where y(t) obeys the linear relationship in equation (3) d. Use the block diagram from Part (c) to find the...
2. The Nyquist diagram of a system's loop transfer function is shown in Figure 2. Assume that H(s) 1 and G(s) has no poles in the right half plane. Now suppose a gain K is cascaded with G(s) Find the range of positive K for which the system is stable. Im Re 18 0.5 Figure 2
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 the bode diagram for the following transfer
function
· Draw the Bode Diagram for the following transfer function: H(s) = 100/(s + 30)