a) Determine the range of K to keep the system shown in Figure 3 (a) stable....
3) (30 points) Find the range of K for the unity feedback system below, but also points and calculate any asymptotes & jw-crossing value. 14. Sketch the root locus and find the range of K for stability for the unity feedback system shown in Figure P8.3 for the following conditions: [Section: 8.5 G(s) = Ke-2+2) 1, 3) (30 points) Find the range of K for the unity feedback system below, but also points and calculate any asymptotes & jw-crossing value....
Automatic Control In unity feedback system with Gs) (s-IXs-2) With out controller, is this system stable, and why? For Gc K (proportional control) sketch the root locus. Find the range of K to make the system stable. Determine the range of K, so that the system has no overshoot Determine the range of K for steady state error to unit step input less than 20% a) b) c) d) e) In unity feedback system with Gs) (s-IXs-2) With out controller,...
Q.2 (10 marks) Consider the system shown in Fig.2 with K(5-3) H(s) = (s – 4) (s+1)(s+2) (a) Sketch the root locus of the closed-loop system as the gain K varies from zero to infinity. (b) Based on the root locus, determine the range of K such that the system is stable and under-damped. (c) Determine the K value such that the closed-loop system is over-damped and stable. (d) Use MATLAB draw the root locus and confirm the root locus...
3) (10 pts) Consider the unity feedback system as shown in Figure 1, where s(s+1)(s+5s+6) (a) For C(s) K, sketch the root locus (b) Based on your root locus in (a), can you find a value of gain K, such that the closed- loop system will have a settling time of 1 second under a step input? Justify your answer. 3) (10 pts) Consider the unity feedback system as shown in Figure 1, where s(s+1)(s+5s+6) (a) For C(s) K, sketch...
Q.2 (10 marks) Consider the system shown in Fig.2 with K (s+3) 6(s) =56+2) H(s) = (s + 4) (a) Sketch the root locus of the system as the velocity gain k varies from zero to infinity. (b). Use root locus, determine the range of K such that the closed-loop system is under-damped (c). Use MATLAB draw the root locus and confirm the root locus found in (a). (Attach the MATLAB plot.) R(s) C(s) Figure 2
Given the unity feedback system of Figure 1, find the following The range of K that keeps the system stable The value of K that makes the system oscillate The frequency of oscillation when K is set to the value that makes the system oscillate with: K(s-1)(s-2) (s+2)(s2+2s + 2) G(s) C(s) R(s) E(s) + G(s) Figure: 1 Given the unity feedback system of Figure 1, find the following The range of K that keeps the system stable The value...
Please only answer (c) thank you! Objective: Root Locus Plots. 1. Use the unity feedback system shown in the following figure. Clearly, apply all 6 rules of sketching root loci R(s)+ C(s) G3) a) G (s)=As(s+10)(s42s+2) s+3 (s) K82(s+10)(82+6s+25) Objective: Root Locus Plots. 1. Use the unity feedback system shown in the following figure. Clearly, apply all 6 rules of sketching root loci R(s)+ C(s) G3) a) G (s)=As(s+10)(s42s+2) s+3 (s) K82(s+10)(82+6s+25)
4. [30pts] Sketch the root locus of the unity feedback system shown in Figure 1 for the following transfer functions using the five rules: (G101 (b) Ga(s) (c)G,(s) Keh) K(s+2) (8+7) 82 +68+16 K (s2+2) +1
Q.10- For the system shown in Figure 5 with K (s + 3)(s +5) Gs)s-2)s-4) Find the range of gain, K, which will cause the system to be stable. Cs) Q.11. Draw the Root Locus of the following systems. Find the points of intersection with the real and imaginary axis. 6(s)H(s)- s(s +2) K(s+5) of- Draw the Bode diagram of the following tmamsfer finction. His)- -100 s +12s +21s +10 213- Obtain the phase and gain margins of the system...
1. Consider the standard unity feedback system with the feedforward transfer function K(a+3) 82-2 KG(s) Using the root locus plot, determine the range(s) of K such that the closed-loop system is stable. Determin all the points of interest for the root locus plot.