

Having trouble with this. 5. (10 points) Consider the following servo system. Determine the ranges of...
Question 3 a) Develop the transfer function X2%)/F(s) of the mechanical system shown in Figure 3(a). Give and explain one example the real application where you can relate with this system (5 marks) b) Routh's stability criterion is of limited usefulness in linear control systems analysis mainly because it does not suggest how to stabilize an unstable system. Thus, we should evaluate the stability range of a parameter value. Consider the servo system with tachometer feedback as shown in Figure...
Routh's stability criterion is of limited usefulness in linear control systems analysis mainly because it does not suggest how to stabilize an unstable system. Thus, we should evaluate the stability range of a parameter value. Consider the servo system with tachometer feedback as shown in Figure 3(b). Evaluate the ranges of stability for K and Kn. (Note that Kn must be positive). R(s) C(s) 20 (5 + 1) (8 + 4) $ KA
Please answer Question 1, parts (a) to (f)
uestion 1: Stabiility of QUBE-Servo Models (a) Consider the QUBE-servo voltage-to-speed plant model Equation shown below. Determine the stability of this plant model from its pole position. Explain clearly why Kt SRmJeq KtKm Gp(s) - KtKmSRmJe KtKm SRmJeq SRmJeq KtKm (b) Consider the same QUBE-servo voltage-to-speed plant model in (a). Now, let it be subjected to a step input. Determine the stability of this open-looped speed system. i.e, the system (speed) output...
Question 3 a) Develop the transfer function X. (s)/F(s) of the mechanical system shown in Figure 3(a). Give and explain one example the real application where you can relate with this system. (5 marks) b) Routh's stability criterion is of limited usefulness in linear control systems analysis mainly because it does not suggest how to stabilize an unstable system. Thus, we should evaluate the stability range of a parameter value. Consider the servo system with tachometer feedback as shown in...
a) Develop the transfer function X:(s)/F(s) of the mechanical system shown in Figure 3(a). Give and explain one example the real application where you can relate with this system. (5 marks) b) Routh's stability criterion is of limited usefulness in linear control systems analysis mainly because it does not suggest how to stabilize an unstable system. Thus, we should evaluate the stability range of a parameter value. Consider the servo system with tachometer feedback as shown in Figure 3(b). Evaluate...
Question 3 a) Develop the transfer function X,(s)/F(s) of the mechanical system shown in Figure 3(a). Give and explain one example the real application where you can relate with this system. (5 marks) b) Routh's stability criterion is of limited usefulness in linear control systems analysis mainly because it does not suggest how to stabilize an unstable system. Thus, we should evaluate the stability range of a parameter value. Consider the servo system with tachometer feedback as shown in Figure...
question 1
Question 3 a) Develop the transfer function X (s)/F(s) of the mechanical system shown in Figure 3(a). Give and explain one example the real application where you can relate with this system. (5 marks) b) Routh's stability criterion is of limited usefulness in linear control systems analysis mainly because it does not suggest how to stabilize an unstable system. Thus, we should evaluate the stability range of a parameter value. Consider the servo system with tachometer feedback as...
a=
5.3
b= 2.9
2. Consider a symplified servo system with tachometer, current, and position feedback, shown in Figure 2, where a = 5.x, b = 2. Y, X and Y are the last digit and second last digit of your student ID, respectively. R(3) I(s V(8) P(S) pos Kool -Keur Figure 2 a) Determine the ranges of control gains Kpos, Keur, and Kyol that can stablise the overal closed-loop system (All control gains are positive). (2.5 Marks) b) Find...
Consider the following system: where-0< K
1. Consider the following version of the equations for a pendulum with friction in R, * = x2, åp =- () sin(xi) - (5.) 22. (2) Comment on the stability of this system using linearization. What conditions must the constants 9,1,k, m satisfy for stability? (13 points)