Question completion Status: Question 2 Given the block diagram realization of a single-input multi-output system ww0DT...
there are two questions 2 and 3 Question 2) Block diagram representation of a multi-loop feedback system is given below. -H2(5) T(s) For the corresponding block diagram, determine; a. Transfer function Gyr (s) between the input T(s) and the output Y (5) b. Transfer function Gyx (s) between the input R(s) and the output Y(s) Do not use block diagram algebra. Question 3) Consider the mechanical system shown in figure T(t) is the torque applied to shaft 1 and 8(t)...
c(s), A system has a block diagram as shown. The input is R(s) and the output is C(s). a) Using only the block diagram reduction method", find the transfer function of the system. b) Determine the characteristic function and the order of the system. c) Find the characteristic roots of the system. d) Find the natural frequency of the system. e) Find the damped natural frequency of the system. 8 * NOTE: All stages of block diagram reduction must be...
tablish the state equations describing the system below R(s) c) Define the state variables in a block diagram d) Define A, B and Cin the state equations: (t)-Ax(t)+ Br() yt) Cx(t) tablish the state equations describing the system below R(s) c) Define the state variables in a block diagram d) Define A, B and Cin the state equations: (t)-Ax(t)+ Br() yt) Cx(t)
x is a successive circuit with 1 input and one z output flip flop input and output equations are as follows. a) Draw the block diagram of the circuit. b) Explain whether the circuit is a Mealy or Moore circuit. c) Analyze the behavior of the circuit A(t+1)=A’B’X B(t+1)= A+C’X’+BCX C(t+1)= AX+CX’+A’B’X’ Y= A’X
yce) Figure 1: Time-domain block diagram, with input u(t) and output y(t). For the block diagram shown in Figure find the system transfer function Y (s)/U(s).
The input x(t) and output y(t) of a causal LTI system are related through the block-diagram representation shown in Figure P 9.35. Determine a differential equation relating y(t) and x(t). is this system stable?
Problem 1: Given the transfer function from input u(t) to output y(t), Y (s) U(s) = s 2 − 4s + 3 (s 2 + 6s + 8)(s 2 + 25) (a) Develop a state space model for this transfer function, in the standard form x˙ = Ax + Bu y = Cx + Du (b) Suppose that zero input is applied, such that u = 0. Perform a modal analysis of the state response for this open-loop system. Your...
The Class Name is: MAE 318 System Dynamics and Control I Problem 1: Steady-state error analvsis (a) A block diagram of a feedback control system is given below. Assuming that the tunable constant Khas a value that makes this closed-loop system stable, find the steady-state error of the closed-loop system for (a a step reference input with amplitude R, r(t)- R u(t) (ii) a ramp reference input with slope R, r(t) = Rt-us(t) R(s) Y(s) (s+2)(s +5) (b) A block...
pleas show all work thank you Disturbance D(s) Reference Control Output Input Error Input t US) Y(s) Plant Given the above closed loop block diagram: Let aundl s) KK (a) Show that the above system will have zero steady state error for step reference input (when D(s)-0) as well as for step disturbance input (when R(s)-0). (b) LetJ B K1 and Kp0, what about the stability of the closed loop system? Disturbance D(s) Reference Control Output Input Error Input t...
Problem 3. Simply the diagram below to a single block with input of X(s) and output of Y(s) H2(s) Y(s) X(s) G,(s) G2(s) G,(s) G4(s) 1,(s)