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698
NIC-501
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(Following Paper ID and Roll No. to be filled in your Answer Book)
Paper ID : 132501 Roll No.
B.Tech. (SEM. V) THEORY EXAMINATION, 2015-16
CONTROL SYSTEM-I
[Time: 3 hours] [Maximum Marks: 100]
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SECTION-A
- Attempt all parts. All parts carry equal marks. Write answer of each part in short. (2×10=20)
- Compare between an open-loop and closed loop control system.
- What is a Techo-generator?
- Explain Controllability of the system.
- Explain Eigen vector.
- What is a dominant pole pair ?
- Mention the nature of transient response of second order control system for different types of damping
- Define damping ratio.
- Draw the polar plot for G(s)H(s) = K / jw
- What is the general effect of adding a pole to the forward path transfer function?
- Explain phase margin.
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SECTION-B
Note: Attempt any five questions from this section.(10×5=50)
- Discuss the effect of feedback on stability of the system.
- Determine the overall transfer function of the given system below using block diagram reduction technique.
- Define the following SFG terminology- (a) Forward Path (b) Loop (c) Self loop (d) Non-touching loops Find the closed loop transfer function of the system given using mason's gain formula.
- What are the advantages of state space techniques?
- For the given transfer function obtain the dynamic equations. G(s) = y(s) / u(s) = K / (s³+a3s² + a2s + a1)
- For the following state equation, determine the transferfunction Y(s)/U(s). x(t) = [2 3; -2 3]x(t)+[0; 1]u(t) y(t) = [1 0]x(t)+u(t)
- Discuss the time response of a first order control system subjected to unit ramp input.
- A certain unity feedback system is described by the following transfer function G(s) = K / s² (s+30)(s+50) Determine the state error coefficients and also determine the value of K to limit the steady state error to 20 units due to input r(t)=1+10t+20t².
- Derive the time response of a second order system subjected to unit step input?
- Discuss Nyquist Stability criterion in detail. Also sketch the Nyquist plot for the system with G(s)H(s) = (1+0.5s) / s² (1+0.15)(1+0.02s) Comment on stability and find the value of gain margin.
- Explain what is bode plot. Draw the bode plot of the unity feedback control system having open loop transfer function.
- Determine the ranges of K such that the characteristics equation s³ +3(K+1)s²+(7K +5)s + 4K + 7 = 0 has roots more negative than s=-1. Give frequency domain specifications. Determine the expression for resonant peak and resonant frequency for a second order system.
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SECTION-C
Note: Attempt any two parts from this section: (15×2=30)
- What is meant by the term magnitude criterion with reference to root locus technique? Sketch the root locus for system with G(s) = 10 / s(1+0.02s)(1+0.2s) Also determing GM and discuss the stability of closed loop system. FirstRanker.com
- Sketch the root locus of the system having open loop transfer function K(s+4) / s(s²+2s+2) Check for the stability. FirstRanker.com
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