B.Tech-B.Tech Electrical Engineering 5th Sem 5EE3 Control Systems(Rajasthan Technical University-2012)
5E3125
B. Tech. V Sem.(Main/Back) Exam. Dec. 2012
Electrical Engg.
5EE3 Control Systems
(Common For EE and Ex)
Time : 3 Hours
Maximum Marks : 80
Min. Passing Marks : 24
Unit-1
Q 1. (a) What do you mean by time variant system? And how is it different from time invariant system? [6]
(b) Explain following terms -
(1) Servomechanism
(2) Command input
(3) Reference input
(4) Forward path
(5) Feedback path [5X2=l0]
Unit-3
Q3. (a) For the system shown in figure, find the error using dynamic error coefficient method for input of. (6 + 5 t + 6 t 2/2). [10]
Q3: (b) Asystem has open loop transfer function. [6]
G(S)H(S) = 10/S(S+5)
Find the undamped natural frequency, damping ratio, damped natural frequency, rise time, peak time, peak overshoot and settling time with 2% criterion.
OR
Q3 . (a) Explain following tenns with respect to time response specification -
(1) Delay time.
(2) Rise time.
(3) Peak overshoot.
(4) Peak time.
(5) Setting time.
(6) Steady state error. [6X2=12]
3 . (b) The block diagram shown in the fig. represents a heat treating oven. The set pointe desired temperature) is 1000degcel. What is steady state temperature? [4]
Unit-IV
Q.4 . (a) Consider a unity feedback system with open loop transfer function consisting of 2 poles, 2 zeros and a variable gain k. The zeros are located at -2, -1 and poles are at -0.1, 1. Using Routh stability criterion, determine the range of values of k for which the closed loop system has 0,1 and 2 poles in the right half S plane.[8]
Q4. (b) Explain following:-
(i) Absolute and Relative stability
(ii) Polar and Cartesian plots [4x2=8]
OR
Q4. (a) Explain following:-
(i) M and N loci
(it) Nichols chart [4x2=8]
Q.4. (b) For a feedback Control System-
G(S)H(S) = 40/(S+4) (S+ 2S+ 2)
Find gain margin and stability from Nyquist plot. [8]
Unit-5
Q.5. (a) Explain following-(Anytwo)
(i) Log network
(n) Log-leadnetwork
(iii) Lead network [8x2=16]
OR
Q.5 (b) Write Down short Note on :- (Any two)
(i) Proportional Controller
(ii) Derivative Controller
(iii) Integral Controller [8x2=16]
Earning: ₹ 10.00/- |