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Thapar University 2006 B.E Electronic Instrumentation & Control Engineer Measurement Science - Question Paper

Thursday, 18 April 2013 12:05Web


Thapar Institute of Engineering & Technology
B.Tech Electrical & Instrumentation (1st Year)
Final Term exam
IN001 (Measurement Science)

TIIAPAR INSTITUTE OF ENGINEERING AND TECHNOLOGY-PATIALA

ELECTRICAL & INSTRUMENTATION ENGINEERING DEPARTMENT END SEMESTER EXMAMITATION OF 1ST SEMESTER OF 2006-07

Time 3hrs    MEASUREMENT SCIENCE (IN-001)    MM 45


Note:

1.    Attempt ANY five questions

2.    All parts of one question must be done at one place otherwise only first part will be evaluated

3.    Only first five questions will be evaluated

4.    Assume missing data , if any

a)    | A manometer has a well of 20 mm in diameter and a tube of 4 mm of inner bore . It is proposed to use a scale graduated accurately in mm to measure the pressure directly i.e. 1mm scale division indicates a 1mm pressure head change . Calculate the angle at which the tube must be inclined to the vertical to do so. The density of mercury is 13.56 x 103 kg/m3.

b)    What are the different methods with which liquid in a tank can be measured ? Explain any two methods in detail

5,4

5,4


a)    Define error . What are the different types of errors present in a measurement system ? Explain these errors by giving suitable examples also discuss the means adopted to minimize them.

b)    Why the measurement of pH is required? Describe the construction and working of pH meter.

a)    Three resistance have the following ratings Ri= 200 ohm 5%, R2 = 100 Q 5% and R3 50ohm5%. Determine the magnitude of resultant resistance and the limiting error in %age and in ohm if the above resistances are connected in

a)    Series

b)    Parallel.

b)    Define the term telemetry . What are the different types of telemetry systems ? Explain the land line telemetry system in detail and describe its advantages._

5,4


a)


25

The open loop transfer function of a unity feedback control system is given by G (S) =

5(5 + 5)

Calculate :

(i)

Natural Frequency of oscillation

(ii)

Damped frequency of oscillation

(iii)

Damping ratio

(iv)

Rise time

(V)

Maximum overshoot

The input applied is unit step.

6,3


Describe the method of measuring torque of rotating shafts using strain gauges.

The coefficient of friction between glass sheet and wood was measured in the laboratory by a

Coefficient of friction

0.44 *0.46

#0.46 -0.48

0.48 -0 5

0.5-0.52

0.52-0.54

0.54 - 0.56

0.56-0.58

Observed

frequency

3

10

12

16

10

6

3

Determine whether the values of the coefficient of friction follow the Gaussian distribution or not. Test chi-square values up to 20% level.

a)    Why vcturimeter is used in industries? Describe the principle, construction, working and advantages of veturimeter. Derive the expression for the actual flow rate for incompressible fluids. Clearly mention the assumptions used.

b)    What are the different parameters that can be measured in vibration measurement? Discuss the piezo-electric accelerometer in detail.___

6,3


a)    A thermistor of resistance lkilo ohm, temperature coefficient of resistance 4.5 percent/dcgrcc Centigrade and an internal temperature rise of 0.2 degree centigrade per mW around 27 degree centigrade is included in a d.c. bridge with three fixed resistors each of value of 1 kilo ohm. A d.c. amplifier of high input impedance is connected across the bridge output and an indicating device connected to the amplifier output. Calculate the maximum voltage sensitivity of the bridge if the internal temperature rise is not to exceed 0.1 degree centigrade.

b)    Describe the construction and working of disappearing filament optical pyrometers. Also list its fields of application, advantages and disadvantages._

-

0.00

0.01

0.02

0.03

0.04

0.05

0.06

0.07

0.08

0.09

0.0

0.0000

0.0040

(0080

0.0120

0.0160

0.0199

0.0239

0.0279

0.0319

0.0359

0.1

0.0398

0.0438

0.0478

0.0517

0.0557

0.0596

0.0636

0.0675

0.0714

0.0753

0.2

0.0793

0.0832

0.0871

0.0910

0.0948

0.0987

0.1026

0.1064

0.1103

0.1141

0.3.

0.1179

0.1217

0.1255

0.1293

0.1331

0.1368

0.1406

0.1443

0.1480

0.1517

0.4

0.1554

0.1591

0.1628.

0.1664

0.1700

0.1736

0.1772

0.1808

0.1844

0.1879

- 0.5

0.1915

0.1950

0.1985

0.2019

0.2054

0.2088

0.2123

0.2157

0.2190

0.2224

0.6

0.2258

0.2291

0.2324

0.2357

0.2389

0.2422

0.2454

0.2486

0.2518

0.2549

0.7

0.2580

0.2612

0.2642

0.2673

0.2704

0.2734

02764

0.2794

0.2823

0.2852

0.8 .

0.2881

0.2910

0.2939

0.2967X

0.2996

0.3023

0.3051

0.3078

0.3106

0.3133

0.9

0.3159

0.3186

0.32)2

0.3238

0.3264

0.3289

0.3315

0.3340

0.3365

0.3389

1.0

0.3413-

6.543$

0.3441"

0.3485

0.3508

0.3531

0.3554

0.3577

0.3599

0.3621

1.1

0.3643

0.3665

0.3686

0.3708

0.3729

0.3749

0.3770

0,3790

0.3810

0.38.10

12

0.3849-.

0.3869

0.3888

0.3907

0.3925

0J944-

0.3962

0.3980

0.3997

0.4015

1.3

04032

0.4049

0.4066

0.4082

0.4099

0.4115

0.4131

0.4147

0.4162

0.4177

1.4

' 0.4192

0.4207

0.4222

0.4236

0.4251

0.4265

0.4279

0.4292

0.4306

0.4319

1.5

0.4332

0.4345

0.4357

0.4370

0.4382

0.4394

0.4406

0.4418

0.4429

0.4441

1.6

0.4452

0.4463

0.4474

0.4484

0.4495

0.4505

0.4515

0.4525

0.4535

0.4545

1.7

0.4554

0.4564

0.4573

0.4582

0.4591

0.4599

0.4608

0.4616

0.4625

0.4633

1.8

0.4641

0.4649

0.4656

0.4664

0.4671

0.4678

0.4686

0.4693

0.4699

0.4706

1.9

0.4713

0.4719

0.4726

0.4732

0.4738

0.4744

0.4750

0.4756

0.4761

0.4767

- 2.0

0.4772

0.4778

- .4fti

0.4788

0.4793

0.4798

0.4803

0.4808

0.4812

0.4817

2.1

0.4821

0.4826

0.4830

0.4834

0.4838

0.4842

0.4846

0.4850

0.4854

0.4857

2.2

0.4861

0.4864

0.4868

0.4871

0.4875

0.4878

0.4881

0.4884

0.4887

0.4890

2.3

0.4893

0.4896

0.4898

0.4901

0.4904

0.4906

0.4909

0.4911

0.4913

0.4916

2.4

0.4918

0.4920

0.4922

0.4925

0.4927

0.4929

0.4931

0.4932

0.4934

04936

TiWe 18J gres values of X* which lave wickts pi babilictes of -exceeded by t simple from the given parent distribution. The number of degrees of freedom is F. To illusr uc; Ux a simple wjth 6 degrees oT freedom, the probability. /t1*) ii 0.95 if **-1.635 and 0.1 if X1-10.645.

0.99

0.95

0.90

0.80

0.70

O.SO

0.30

0.20

0.10

0.05

0.01

0

0.000157

0.00393

0.0158

0.0642

0.148

0455

1.074

1.642

2.706

3.841

6.635

TO

0.0201

0.103

0.21 i

C.446

0.713

1.386

2.408

3.219

4.605

5.991

9.210

Yi

0.115

0.352

0.584

1.005

1.424

2.366

3.665

4.642

6.251

7.815

11.341

16

0.297

0.711

1.064

I 6*9

2.195

3.357

4.878

5.089

7.779

9.488

13.277

1*

0-554

1.145

1.610

2.343

3.000

4.351

6.064

7.289

9,236

11.070

15.086

20

*>








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