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  #2  
16th February 2013, 11:30 AM
Super Moderator
 
Join Date: May 2012
Re: Control Engineering Question Bank

You want question bank of Control & Instrumentation Junior Engineer exam so following is its question bank:

(1) Instrument is a device for determining
(a) the magnitude of a quantity
(b) the physics of a variable
(c) either of the above
(d) both (a) and (b)

(2) Electronic instruments are preferred because they have
(a) no indicating part
(b) low resistance in parallel circuit
(c) very fast response
(d) high resistance in series circuit
(e) no passive elements.

(3) A DC wattmeter essentially consist of
(a) two ammeters
(b) two voltmeters
(c) a voltmeter and an ammeter
(d) a current and potential transformer

(4) Decibel is a unit of
(a) power
(b) impedance
(c) frequency
(d) power ratio

(5) A dc voltmeter may be used directly to measure
(a) frequency
(b) polarity
(c) power factor
(d)power

(6) An accurate voltmeter must have an internal impedance of
(a) very low value
(b) low value
(c) medium value
(d) very high value

Complete question paper is available in attached file. You are free to download it.
  #3  
19th May 2015, 10:53 AM
Unregistered
Guest
 
Re: Control Engineering Question Bank

I am B.Tech student. Would you like to share the question paper for the Control Engineering course?
  #4  
19th May 2015, 10:54 AM
Super Moderator
 
Join Date: Apr 2013
Re: Control Engineering Question Bank

As per, you request, I am giving you question paper for Control Engineering, have a look on following question paper.

1) With examples explain the concept of open loop and closed loop systems. Compare.(16)

2) Compare hydraulic systems with thermal systems. (16)

3) Compare electrical systems with mechanical systems (analogous). (16)

4) Compare open loop and closed loop systems. (16)

5) With a block diagram explain the concept of flight control systems. (16)

6) Write the differential equations governing the Mechanical system shown in fig .and determine the transfer function. (16)

7) Determine the transfer function Y2(S)/F(S) of the system shown in fig. (16)

8) Write the differential equations governing the Mechanical rotational system shown in fig.

Draw the Torque-voltage and Torque-current electrical analogous circuits. (16)

Note: Diagrams in these above referred problems are given separately. Only the type of the questions expected/asked in the previous year university end semester examinations are referred here

UNIT II

PART – B (16 Marks)

1. Determine the overall transfer function C(S)/R(S) for the system shown in fig. (16)

2. Obtain the closed loop transfer function C(S)/R(S) of the system whose block diagram is

shown in fig. (16)

3. For the system represented by the block diagram shown in fig. Determine C1/R1and C2/R1. (16)

4. Obtain the closed loop transfer function C(S)/R(S) of the system whose block diagram is shown in fig. (16)

5. Find the overall gain of the system whose signal flow graph is shown in fig. (16)

6. Draw a signal flow graph and evaluate the closed loop transfer function of a system whose block is shown in fig. (16)

Note: Diagrams in these above referred problems are given separately. Only the type of the questions expected/asked in the previous year university end semester examinations are referred here.

UNIT III

CHARACTERISTIC EQUATIONS AND FUNCTIONS PART – A (2 Marks)

1. What is time response?

It is the output of the closed loop system as a function of time. It is denoted by c(t).It is given by inverse of Laplace of product of input and transfer function of the system.

L
C (t) = -1
{(C(s)} = -1
{(R(s) G(s))/ (1+G(s) H(s))}

2. What is transient and steady state response?

The transient response is the response of the system when the input changes from one state to another. The response of the system at t=∞ is called steady state response

3. Name the test signals used in time response analysis.

Step signal, ramp signal, parabolic signal sinusoidal signal and impulse signal

4. Define step signal.

The step signal is a signal whose value changes from 0 to A and remains constant at A for t>0 The mathematical representation of step signal is r(t) = A u(t), where u(t) = 1 fort≥0 and u(t) =0 for t<0.

5. Define Ramp signal and parabolic signal.

A ramp signal is a signal whose value increases linearly with time from an initial value of zero at t=0. It is mathematically represented as r (t) = A t, where fort≥0 and r (t) =0 for t<0.

A parabolic signal is a signal in which the instantaneous value varies as square of the time from an initial value of zero at t=0.It is 2 mathematically represented as r (t) = A.t /2 for fort≥0 and r (t) =0 for t<0.

6. What is an impulse signal?

A signal which is available for very short duration is called impulse signal. Ideal impulse signal is a unit impulse signal which is defined as a signal having zero values at all-time except at t=0. At t=0, the magnitude becomes infinite.

7. How is system classified depending on the value of damping(ε)?

Undamped system (ε=0), under damped system (ε<1), critically damped system (ε=1) and over damped system (ε>1)

8. What is damped frequency of oscillation?

In under damped system, the response is damped oscillatory. The frequency of damed oscillation is given by wd=wn Sqrt of (1-ε ).

9. The closed-loop transfer function of second order system is C(S)/R(S) =10/ S2

+6S +10. What is the type of damping? Since ε<1, the system is under damped.

10. List the time domain specifications.

Delay time, rise time, peak time, and maximum over shoot and settling time.

11. Define rise time.

Rise time is the time taken for response tom raise from 0% to 100% for the very first time.

12. Define delay time..

Delay time is the time taken for response to reach 50% of the final value, for the very first time.

13. Define peak time.

It is the time taken for the response to reach the peak value for the very first time. It is the time taken for the response to reach the peak overshoot, Mp

14. What is steady state error?

The steady state error is the value of the error signal e (t), when (t) tends to infinity.

15. What are static error constants?

The Kp, Kv and Ka are called static error constants. The se constants are associated with steady state error in a particular type of a system and for a particular input.

16. What are generalized error constants?

They are the coefficients of generalized error series. They are also called as dynamic error coefficients.

17. List the advantages of generalized error constants.

Generalized error series gives error signal as a function of time. Using generalized error constants, the steady state error can be determined for any type of input. But static error constants are used to determine steady state error when the input is any one of the standard input.

PART B (16 Marks)

1. (a) Derive the expressions and draw the response of first order system for unit step input. (8) (b) Draw the response of second order system for critically damped case and when input is unit
step.
(8)

2. Derive the expressions for Rise time, Peak time, and Peak overshoot.
(16)

3. A potential control system with velocity feedback is shown in fig. What is the

Response of the system for unit step input?
(16)

4. Measurements conducted on a Servomechanism show the system response to be


c(t)=1+0.2 ê 60t-1.2 ê –10 t. when subjected to a unit step. Obtain an expression for closed loop

transfer function. (16)

5. A positional control system with velocity feedback is shown in fig. What is the

response c(t) to the unit step input. Given that ς =0.5.and also calculate rise time, peak time,

Maximum overshoot and settling time. (16)

6. A unity feedback control system has an open loop transfer function

G(S) = 10/S(S+2). Find the rise time, percentage over shoot, peak time and settling time. ( 16) 7. A closed loop servo is represented by the differential equation, where c is the

Displacement of the output shaft, r is the displacement of the input shaft and ( e= r-c) Determine undammed natural frequency, damping ratio and percentage maximum overshoot for unit step input. (16)

8. For a unity feedback control system the open loop transfer function

2

G(S) = 10(S+2)/ {S

(S+1)}. Find (a) position, velocity and acceleration error constants.
S S
(b) The steady state error when the input is R(S) where R(S) =3/S –2/ 2

+1/3 3

(16)

9. The open loop transfer function of a servo system with unity feedback system is

G(S) = 10/ S (0.1S+1).Evaluate the static error constants of the system. Obtain the steady state error of the system when subjected to an input given by the polynomial

r(t) = a0 +a1t +a2 /2 t

PART – B (16 Marks)

1. Plot the Bode diagram for the following transfer function and obtain the gain and phase cross

over frequencies. G(S) = 10/ S(1+0.4S) (1+0.1S) (16)

2. The open loop transfer function of a unity feedback system is

G(S) = 1/ S(1+S)(1+2S) Sketch the Bode plot and determine the Gain margin and Phase margin. (16)

3. Sketch the Bode plot and hence find Gain cross over frequency, Phase cross over frequency,

Gain margin and Phase margin(S) = 0.75(1+0.2S)/ S (1+0.5S) (1+0.1S) (16)

4. Sketch the Bode plot and hence find Gain cross over frequency, Phase cross over frequency,

Gain margin and Phase margin. G(S) = 10(S+3)/ S(S+2) (S2+4S+100) (16)

5. Sketch the Bode plot for the following transfer function .and find Gain cross over frequency,

Phase cross over frequency, Gain margin and Phase margin.

G(S) = 10(S+2)(S+4)/ S (S2 -3S+10) (16)

6. Construct the Bode plot for the function GH(S) =2(S+1)/ S2. Find Gain cross over frequency,

Phase cross over frequency, Gain margin and Phase margin. (16)

7. Plot the Bode diagram for the following transfer function and obtain the gain and phase cross over frequencies. G(S) =KS2 / (1+0.2S) (1+0.02S). Determine the value of K for a gain cross over frequency of 20 rad/sec. (16)

8. Sketch the Bode plot and hence find Gain cross over frequency, Phase cross over frequency,

Gain margin and Phase margin. G(S) = 10(1+0.1S)/ S(1+0.01S) (1+S). (16)

9. Write the short notes on correlation between the time and frequency response? (16)

10. Using Routh criterion, determine the stability of the system whose Characteristics equation

4 3 2 1

is S

+8S +18S

+16 +5 =0. (16)

11. F(S)=S6 +S5-2S4-3S3-7S2-4S1-4 =0.Find the number of roots falling in the RHS plane and LHS plane. (16)


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