first semester

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DETAILED SYLLABUS


FOR DISTANCE EDUCATION





Post Graduate Degree Programs

M.Tech.

(Mechanical Fluid)


(SEMESTER SYSTEM)




COURSE TITLE


: M.Tech.

(Mechanical Fluid)


DURATION




: 02 Years (Semester Syste
m)



2

TOTAL DEGREE MARKS

: 1600



FIRST SEMESTER




COURSE TITLE

Paper

Code

MARKS

THEORY

PRACTICAL

TOTAL

APPLIED MATHEMATICS I

MTMFE
-
110

100

00

100

EXPERIMENTAL METHODS IN
MECHANICAL ENGINERRING

MTMFE
-
120

MTMFE
-
120P

50

50

100

FLUID MECHANICS

MTMFE
-
13
0

100

00

100

CONDUTION AND RADIATION

MTMFE
-
140

MTMFE
-
140P

50

50

100



SECOND SEMESTER




COURSE TITLE

Paper

Code

MARKS

THEORY

PRACTICAL

TOTAL

CONNECTIVE HEAT TRANSFER
AND METHOD

MTMFE
-
210

MTMFE
-
210P

50

50

100

GAS DYNAMICS

MTMFE
-
220


100

100

100

C
OMPUTATIONAL FLUID
DYNAMICS

MTMFE
-
230

MTMFE
-
230P

50

50

100

RADIATIVE HEAT TRANSFER
IN PARTICIPATING MEDIA

MTMFE
-
240


100

00

100












THIRD SEMESTER


COURSE TITLE

Paper

Code

MARKS

THEORY

PRACTICAL

TOTAL

EXPERIMENTAL METHOD IN
MTMFE
-
310

50

50

100


3

FLUID FLOW AND HEAT

TRANFER

MTMFE
-
310P


NUMERICAL PREDICTION OF
INDUSTRIAL FLUID FLOWS

MTMFE
-
320


100

00

100

VISCOUS FLUID FLOW

MTMFE
-
330

MTMFE
-
330P

50

50

100

ELECTIVES


MTMFE
-
340

100

00

100



FOURTH SEMESTER

COURSE TITLE

Paper

Code

MARKS

THEORY

PRACTICAL

TOTAL

PROJECT

MTMFE
-
410


--

--

400





ELECTIVE

(SELECT ANY ONE)


COURSE TITLE

Paper

Code

MARKS

THEORY

PRACTICAL

TOTAL

GAS TURBINE THEORY

E I (1)MTMFE
-
330

100

00

100

NUMERICAL METHODS
FOR THERMAL
RADIATION HEAT
TRANSFER


E 2 (2)MTMFE
-
330

100

00

100








SEMESTER
-
I


MTMFE
-
110




APPLIED MATHEMATICS






4

Maximum Time


: 3 Hrs.

University Examination : 60Marks

Total Marks




: 100


Continuous Internal Assessment : 40 Marks

Minimum Pass Marks : 40%



A) Instructions f
or paper
-
setter

1. Nine questions to be set spreading over five sections namely A, B, C and D.

2.


Each of the sections A, B, C will contain two questions each of 6 marks.

3.


Candidates have to attempt at least one compulsorily from each section
.

4.


Section D will comprise of 12 questions. The nature of the questions will be

short answer type. Each question will carry 2 marks. Candidates have to attempt 8
questions.

B) Instructions for candidates

1.

Candidates are required to attempt one ques
tion each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed



SECTION A

Calculus of Functions of One Variable: Successive Differentiation, Leibnitz’s theorem
(without proof). Mean va
lue theorem, Taylor’s theorem, Remainder theorem, symptotes,
Curvature. Infinite Series: Convergence, divergence, Comparison test, Ratio test, Cauchy
Leibnitz’s theorem (without proof), Absolute and Conditional Convergence. Taylor and
Maclaurin series, Po
wer Series, Radius of Convergence.Integral Calculus: Fundamental
theorems, Reduction Formulae, Properties of definite Integral, Applications of length,
area, volume, surface of revolution, moments, center of gravity. Improper integrals,
Beta
-
Gamma functio
ns, Numerical Integration using Trapezoidal and Simpson’s
rules.Calculus of Functions of Several Variables Partial derivatives, Chain rule,
Differentiation of Implicit functions, Exact differentials. Tangents and Normals.
Maxima, Minima and Saddle points
. Method of Lagrange multipliers. Errors and
Approximations. Differentiation under integral sign Jacobians and transformations of
coordinates. Multiple Integrals
-
Double and Triple integrals. Applications to areas,
volumes etc.


SECTION B

Ordinary Di
fferential Equations: Formation of ODE’s, definition of order, degree and
solutions. ODE’s of first order: Method of separation of variables, homogeneous and
nonhomogeneous equations, exactness and integrating factor General linear ODE’s of
the nth Orde
r: solution of homogeneous and non homogeneous equations, operator
method, method of undetermined coefficients and variation of parameters. Solutions of
simple simultaneous ODE’s .

SECTION C

Inner product spaces, Matrices and determinates, Linear transfo
rmations. Systems of
linear equations
-
consistency and inconsistency, Hermitian, Skew
-
Hermitian Forms,
Eigenvalues and Eigenvectors of matrix, diagonalization of a matrix, Cayley
-
Hamilton
Theorem (without poof) Complex Variables: Curves and Regions in the
Complex Plane,
Complex Functions, Limits, Derivative, Analytic Function, Cauchy
-
Riemann Equations,

5

Laplace’s Equation, Rational, Exponential, Trigonometric, Hyperbolic Function’s Linear
Fractional Transformations, Conformal Mapping, Complex Line Integral,
Cauchy’s
Integral Theorem, Cauchy’s Integral Formula, Derivatives of Analytic Function, Power
Series, Taylor Series, Laurent Series. Methods for obtaining Power Series, Analyticity at
Infinity, Zeroes, Singularities, Residues, Residue Theorem, Evaluation
of Real Integrals.































MTMFE
-
120




EXPERIMENTAL METHODS IN


MECHANICAL ENGINERRING





Maximum Time


: 3 Hrs.

University Examination : 30Marks


6

Total Marks





: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1. Nine questions to be set spreading over five sections namely A, B, C and D.

2.


Each of the sections A, B, C will contain two quest
ions each of 6 marks.

3.


Candidates have to attempt at least one compulsorily from each section.

4.


Section D will comprise of 12 questions. The nature of the questions will be

short answer type. Each question will carry 2 marks. Candidates have to a
ttempt 8
questions.

B) Instructions for candidates

1.

Candidates are required to attempt one question each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed

.

SECTION A

Theory an
d Experimentation in Engineering : Problem solvingapproaches, Types of
engineering experiments, computersimulation and physical experimentation.


SECTION B

Analysis of Experimental Data : Causes and types of experimental error, Uncertainty
analysis, statis
tical analysis of data, probability distributionsand curve fitting;
Measurement System : Performance characteristics, static performance characteristics
staticcalibration
-

linearity , static sensitivity , repeatability,hysteresis
-

threshold
-

resolution, r
eadability and span; Dynamicperformance characteristics; Input types;
Instrument types
-

zero order instrument, first order instrument, second order instrument;
Experiment Plans .


SECTION C


Model building; Measurement Methods and Applications : Measuremen
t of force

and torque; Measurement of strain and stress; Measurementof pressure; Flow
measurement and flow visualization;measurement of temperature; optical methods of
measurements;Data Acquisition and Processing : T ypes andconfigurations of DAS,
signal c
onditioning, A/D, D/A conversion;Design, Planning, Execution and Analysis of
experimentalprojects.


REFRENCES

1. Beckwith, Buck, and Marangoni,
Mechanical Measurements
, Narosa Publishing
House, 1995.

2. Doeblin,
Measurement Systems
-

Application and Desig
n,
4e, McGraw Hill, 1990.

3. Holman,
Experimental Methods for Engineers,
6e, McGraw Hill, 1994.

4. Doeblin,
Engineering Experimentation
, McGraw Hill, 1995.

MTMFE
-
120




EXPERIMENTAL METHODS IN


MECHANICA
L ENGINERRING





Maximum Time


: 3 Hrs.

University Examination : 30Marks


7

Total Marks




: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%



The laboratory course will comprise of exercises on what is learnt i
n the theory classes of the
same course i.e. MTMFE
-
120

































MTMFE
-
130



FLUID MECHANICS




Maximum Time


: 3 Hrs.

University Examination : 60Marks


8

Total Marks




: 100

Continuous Internal Assessm
ent : 40 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1.

Nine questions to be set spreading over five sections namely A, B, C and D.

2.

Each of the sections A, B, C will contain two questions each of 6 marks.

3.

Candidates have to attempt a
t least one compulsorily from each section.

4.

Section D will comprise of 12 questions. The nature of the questions will be

short answer type. Each question will carry 2 marks. Candidates have to attempt 8
questions.

B) Instructions for candidates

1.

Candid
ates are required to attempt one question each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed.


SECTION A

Fluid kinematics; Integral and differential forms of governing equatio
ns; Mass,
momentum, and energy conservation equations;Navier
-
Stokes equations and its
applications .


SECTION B

Potential flow; Laminar boundary
-
layer; Free
-
shear flows: jet, wake, and mixing layer;
Instability and transition; Turbulent flow.


SECTION C

Co
mpressible flow: Isentropic flow; flow with area change; flow with heat transfer; flow
with friction.


REFRENCES

1. B.R.Munson, D.F.Young and T.H.Okiishi.,
Fundamental of Fluid Mechanics,
John
Wiley and Sons., 1994.

2. P.M.Gerhar, R.J.Gross and J.I.Hochste
in.,
Fundamentals of Fluid Mechanics
,
Addison
-
Wesley Publishing Co., 1993

3. H.Schlichting,
Boundary Layer Theory
, Mc
-
Graw
-
Hill Series in Mechanical
Engineering, 1979

4. F.M.White,
Fluid Mechanics
, Mc.Graw
-
Hill International edition., 1994.

5. F.M.White,
V
iscous Fluid Flow,
Mc.Graw
-
Hill International edition., 1991








MTMFE
-
140


CONDUCTION AND RADIATION






9

Maximum Time


: 3 Hrs.

University Examination : 30Marks

Total Marks




: 50


Continuous Internal Assess
ment : 20 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1. Nine questions to be set spreading over five sections namely A, B, C and D.

2.


Each of the sections A, B, C will contain two questions each of 6 marks.

3.


Candidates
have to attempt at least one compulsorily from each section.

4.


Section D will comprise of 12 questions. The nature of the questions will be

short answer type. Each question will carry 2 marks. Candidates have to attempt 8
questions.

B) Instructions for

candidates

1.

Candidates are required to attempt one question each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed


SECTION A

Conduction: 1
-
D, 2
-
D, and 3
-
D steady conduction; 1
-
D
unsteady Conduction.


SECTION B

Solution methods
-

analytical and numerical; Radiation: Fundamentals; Radiative
properties of surfaces; Radiant exchange betweenSurfaces.


SECTION C

Radiative heat transfer in participating media.


REFRENCES

1. M N Ozisik,
H
eat Conduction
, 2nd ed, John Wiley & Sons, 1993

2. F P Incropera and D P Dewitt,
Introduction to Heat Transfer
, 3rd ed, John W iley &
Sons, 1996

3. V S Arpaci,
Conduction Heat Transfer
, Addison
-
Wesley, Reading, MA, 1966

4. M F Modest,
Radiative Heat Trans
fer
, McGraw Hill,1993

5. R Siegel and J R Howell,
Thermal Radiation HeatTransfer
, 3rd ed, Taylor &
Francis, 1992









MTMFE
-
140


CONDUCTION AND RADIATION





Maximum Time


: 3 Hrs.

University Examination : 30Marks


10

T
otal Marks




: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%



The laboratory course will comprise of exercises on what is learnt in the theory classes of the
same course i.e. MTMFE
-
140




























SEMESTER
-
I
I





MTMFE
-
210



CONNECTIVE HEAT AND
MASS




TRANSFER


11





Maximum Time


: 3 Hrs.

University Examination : 30Marks

Total Marks




: 50


Continuous Internal Assessmen
t : 20 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1. Nine questions to be set spreading over five sections namely A, B, C and D.

2.


Each of the sections A, B, C will contain two questions each of 6 marks.

3.


Candidates hav
e to attempt at least one compulsorily from each section.

4.


Section D will comprise of 12 questions. The nature of the questions will be

short answer type. Each question will carry 2 marks. Candidates have to attempt 8
questions.

B) Instructions for ca
ndidates

1.

Candidates are required to attempt one question each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed


SECTION A

Conservation equations and boundary conditions; One
-
dime
nsional solutions; Heat
transfer in laminar developed and developing duct flows; Laminar boundary layers:
Similarity and integral solutions.


SECTION A

Turbulence fundamentals and modeling; Heat tranfer in turbulent boundary layers and
turbulent duct flows
;Laminar and turbulent free convection.


SECTION C

Fundamentals of boiling and condensation; Numerical methods.


REFRENCES

1. W. M. Kays and E. M. Crawford,
Convective Heat and Mass Transfer
, Mc Graw
Hill,1993.

2. Louis C Burmeister,
Convective Heat Transf
er
, John Wiley and Sons, 1993.

3. Adrian Bejan,
Convective Heat Transfer,
John Wiley and Sons, 1995.







MTMFE
-
210



CONNECTIVE HEAT AND
MASS




TRANSFER





Maximum Time


: 3 Hrs.

Uni
versity Examination : 30Marks


12

Total Marks




: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%




The laboratory course will comprise of exercises on what is learnt in the theory classes of the
same course i.e. M
TMFE
-
210

































MTMFE
-
220


GAS DYNAMICS





Maximum Time


: 3 Hrs.

University Examination : 60Marks


13

Total Marks




: 100


Continuous Internal Assessment : 40 Marks

Minimum Pass Marks : 4
0%



A) Instructions for paper
-
setter

1. Nine questions to be set spreading over five sections namely A, B, C and D.

2.


Each of the sections A, B, C will contain two questions each of 6 marks.

3.


Candidates have to attempt at least one compulso
rily from each section.

4.


Section D will comprise of 12 questions. The nature of the questions will be

short answer type. Each question will carry 2 marks. Candidates have to attempt 8
questions.

B) Instructions for candidates

1.

Candidates are requir
ed to attempt one question each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed.


SECTION A

Concepts from thermodynamics; The basic equations of fluid motion; One
-
dimensional
ga
s dynamics; Isentropic conditions,speed of sound, Mach number, area velocity
relations, normal shock relations for a perfect gas, Fanno and Rayleigh flow, one
-
dimensional wave motion, the shock tube.


SECTION B

Waves in supesonic flow: oblique shock waves,

supersonic flow over a wedge, Mach
lines, piston analogy, supersonic compression by turning, supersonic expansion by
turning, the Prandtl
-
Meyer function, reflection and intersection of oblique shocks, Mach
reflection, shock expansion theory, thinaerofoil
theory.


SECTION C


Flow in ducts and wind tunnels: area relation,nozzle flow, normal shock recovery,
effects of second throat, wind tunnel pressure ratio, supersonic wind tunnels; Small
perturbation theory; The method of characteristics; Methods of measur
ement;
Computational aspects: One
-
dimensional inviscid high speed flow.


REFRENCES

1. H. W. Liepmann and A. Roshko,
Elements of Gas Dynamics,
John Wiley, 1960.

2. J. D. Anderson,
Modern Compressible Flow,
Mc Graw Hill, 1989.

3. B. K. Hodge and C. Koenig,
C
ompressible Fluid Dynamics (with P.C. applications)
,

Prentice Hall, 1995.

4. A. Shapiro,
The Dynamics and Thermodynamics of Compressible Flow,
The
Ronald Press Co., 1954.



MTMFE
-
230


COMPUTATIONAL FLUID
MECHANICS





Maximum Time


: 3 Hrs.

U
niversity Examination : 30Marks


14

Total Marks




: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1. Nine questions to be set spreading over five sections namely

A, B, C and D.

2.


Each of the sections A, B, C will contain two questions each of 6 marks.

3.


Candidates have to attempt at least one compulsorily from each section.

4.


Section D will comprise of 12 questions. The nature of the questions will be

sh
ort answer type. Each question will carry 2 marks. Candidates have to attempt

8 questions.

B) Instructions for candidates

1.

Candidates are required to attempt one question each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed


SECTION A

Root finding; Solution of ODEs, Numerical quadratures; Classification of PDEs; Finite
difference discretisation schemes.


SECTION B

Convergence, stability , and consistency criterian of finte diffe
renece schemes.


SECTION C

Finite difference schemes for steadyand unsteady heat conduction problems and
boundary layer problems.


REFRENCES

1. D A Anderson, J C Tannehill, and R H Pletcher,
Computational Fluid Mechanics
and Heat Transfer,
2nd ed, Taylor

& Francis, 1997.

2. Y Jaluria and K E Torrance,
Computational Heat Transfer,
Springer Verlag, 1986.

3. S V Patankar,
Computational Fluid Mechanics and Heat Transfer
, Hemisphere,
1980.












MTMFE
-
230


COMPUTATIONAL FLUID
MECHANICS





Maxi
mum Time


: 3 Hrs.

University Examination : 30Marks


15

Total Marks




: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%



The laboratory course will comprise of exercises on what is learnt in the theory

classes of the
same course i.e. MTMFE
-
230







































MTMFE
-
240


RADIATIVE HEAT TRANS
FER IN




PARTICIPATING MEDIA



16

Maximum Time


: 3 Hrs.

University Examination :

60 Marks

Total Marks




: 100


Continuous Internal Assessment : 40 Marks

Minimum Pass Marks : 40%




A) INSTRUCTIONS FOR PAPER
-
SETTER

1.

Nine questions to be set spreading over five sections namely A, B, C, D.

2.

Each of the sections A, B, C, will cont
ain two questions each of 12 marks.

3.

Candidates have to attempt at least one compulsorily from each section.

4.

Section D will comprise of 12 questions. The nature of the questions will be short
answer type. Each question will carry 4 marks. Candidates hav
e to attempt 8
questions.

B) INSTRUCTIONS FOR CANDIDATES

1.

Candidates are required to attempt one question each from sections A, B, C and D
of the question paper and the section E.

2.

Use of non
-
programmable scientific calculator is allowed.


SECTION A

Fundamentals of thermal radiation; Review of surface radiation
-
Radiative properties of
real surfaces, View factors .


SECTION B

Radiative exchange between gray , diffuse surfaces; The equation of radiative heat
transfer in participating media; Radiative p
roperties of molecular gases and particulate
media;Exact solutions of one
-
dimensional gray media.


SECTION C


Approximate

solution methods for one
-
dimensional media; Zone method; Spherical harmonics method;
Discrete ordinate method; Discrete transfer metho
d; Monte Carlo method; Finite

volume method. Radiation combined with conduction and convection.


REFRENCES

1. 1. M. F. Modest,
Radiative Heat Transfer
, McGraw
-
Hill, 1993.

2. R. Siegel and J. R. Howell,
Thermal Radiation Heat Transfer,
3rd ed, Taylor and
Fr
ancis, 1992.






SEMESTER
-
III




17

MTMFE
-
310




EXPERIMENTAL METHODS

IN




FLUID FLOW AND HEAT
TRANSFER





Maximum Time


: 3 Hrs.

University Examination : 30Marks

Total Mark
s




: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1.

Nine questions to be set spreading over five sections namely A, B, C and D.

2.

Each of the sections A, B, C will contain two questions each

of 6 marks.

3.

Candidates have to attempt at least one compulsorily from each section.

4. Section D will comprise of 12 questions. The nature of the questions will be

short answer type. Each question will carry 2 marks. Candidates have to attempt 8

questions.

B) Instructions for candidates

1.

Candidates are required to attempt one question each from sections A, B and C of
the question paper and the section D.

2.


Use of non
-
programmable scientific calculator is allowed


SECTION A

Basic Concepts
-

Definition of Terms, Calibration, Standards, Generalised Measurement
Systems.


SECTION B

Basic Concepts in Dynamic Measurements, System Response; Analysis of Experimental
Data.


SECTION C

Instrumentation for Pressure, Velocity, Flow,Temperature Measureme
nts; Data
Acquisition and Processing.


REFRENCES

1. Goldstein (Editor),
Fluid Mechanics Measurements,
162e, Taylor & Francis, 1996.

2. Beckwith, Buck and Marangoni,
Mechanical Measurements,
Narosa Publishing
House, 1995.

3. Doebelin,
Measurement Systems
-

A
pplication and Design
, 4e, McGraw Hill, 1990.

4. Holman,
Experimental Methods for Engineers,
6e, McGraw Hill Int Editions, 1994.






MTMFE
-
310

P



EXPERIMENTAL METHODS

IN




FLUID FLOW AND

HEAT TRANSFER






18

Maximum Time


: 3 Hrs.

University Examination : 30Marks

Total Marks




: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%




The laboratory course will comprise of exercises on what is learnt

in the theory classes of the
same course i.e. MTMFE
-
310
































MTMFE
-
320




NUMERICAL PREDICTION

OF




INDUSTRIAL FLUID FLO
WS






19

Maximum Time


: 3 Hrs.

Univers
ity Examination : 60Marks

Total Marks




: 100


Continuous Internal Assessment : 40 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1. Nine questions to be set spreading over five sections namely A, B, C and D.

2.


Each of the sections A, B, C will contain two questions each of 6 marks.

3.


Candidates have to attempt at least one compulsorily from each section.

4.


Section D will comprise of 12 questions. The nature of the questions will be

short answer type
. Each question will carry 2 marks. Candidates have to attempt 8
questions.

B) Instructions for candidates

1.

Candidates are required to attempt one question each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmable sc
ientific calculator is allowed


SECTION A

Introduction. What is a prediction method? Brief Outlines of Industrial applications,
Importance of a prediction method, Mathematical description of flow problems
;Discretisation methods in primitive variables, Dif
fusion andConvection, Various
Upwind schemes, Generalized formulation,False Diffusion.


SECTION B

Calculation of the flow field
-

The SIMPLE algorithm
-

Staggered grid, Momentum
equation, Pressure and Velocity correction, Pressure correction equation, Sequen
ce of
operation, Discussion of the pressure correction equation, The relative nature of pressure,
A revised algorithm: SIMPLER.


SECTION C

Turbulence modelling
-

Introduction, Closure problem, Algebraicmodels, Application to
the free shear flows and wall bo
unded flows. Turbulence energy equation models
-
One

equation model, two equations model, low
-
Reynolds numbers effects, Second order
closure models
-
Direct numerical and large eddy simulations;Mini Project on numerical
solution of practical problems.



REFREN
CES

1. S. V. Patankar,
Numerical Fluid Flow and Heat Transfer
, Hemisphere Publishing
Corporation, 1980

2. D. C. Wilcox,
Turbulence Modelling for C.F.D.,
D.C.W.Industries Inc., 1993




MTMFE
-
330




VISCOUS FLUID FLOW





Maximum Time


: 3 Hrs.

U
niversity Examination : 30Marks


20

Total Marks




: 50


Continuous Internal Assessment : 20 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1. Nine questions to be set spreading over five sections namely A, B, C an
d D.

2.


Each of the sections A, B, C will contain two questions each of 6 marks.

3.


Candidates have to attempt at least one compulsorily from each section.

4.


Section D will comprise of 12 questions. The nature of the questions will be

short answer

type. Each question will carry 2 marks. Candidates have to attempt 8
questions.

B) Instructions for candidates

1.

Candidates are required to attempt one question each from sections A, B and C of
the question paper and the section D.

2.

Use of non
-
programmab
le scientific calculator is allowed


SECTION A

Preliminary concepts; Conservation of mass, momentumand energy; Exact solutions of
the viscous flow equations: Couette flows, Poiseuille flow through ducts,unsteady duct
flows.


SECTION B

Laminar boundary
-
laye
rs: integral analysis and similarity solutions; Laminar free
-
shear

flows: jet, wake, and plume; Stability of laminar flows;Turbulent flow: fundamentals,
Reynolds
-
averaged equations, velocity profile in wall
-
bounded flows.


SECTION C

Turbulent flow in pipes

and channels, turbulent free
-
shear flows (jet, wake, and plume);
Turbulence modelling: zero, one,and two equation models of turbulence; Numerical

methods.


REFRENCES

1. Frank M White
,
Viscous Fluid Flow
, McGraw
-
Hill,1991.

2. H Schlichting,
Boundary
-
Layer
Theory
, McGraw
-
Hill,1968.

3. F S Sherman,
Viscous Flow
, McGraw
-
Hill, 1990.










MTMFE
-
330P



VISCOUS FLUID FLOW





Maximum Time


: 3 Hrs.

University Examination : 30Marks


21

Total Marks




: 50


Continuous Internal Assessm
ent : 20 Marks

Minimum Pass Marks : 40%




The laboratory course will comprise of exercises on what is learnt in the theory classes of the
same course i.e. MTMFE
-
330






































E1(1) MTMFE340 GAS TURBINE THEORY


Maximum Time


: 3 Hrs.

University Examination : 60Marks


22

Total Marks




: 100


Continuous Internal Assessment : 40 Marks

Minimum Pass Marks : 40%



A) Instructions for paper
-
setter

1.

Nine questions to be set spreading over five sectio
ns namely A, B, C and D.

2.

Each of the sections A, B, C will contain two questions each of 6 marks.

3.

Candidates have to attempt at least one compulsorily from each section.

4. Section D will comprise of 12 questions. The nature of the questions will be



short answer type. Each question will carry 2 marks. Candidates have to attempt 8


questions.

B) Instructions for candidates

1.

Candidates are required to attempt one question each from sections A, B and C of the
question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed


SECTION A

General Considerations of Turbomachinery: Classification;Euler’s Equation for
Turbomachinery; Velocity triangle; Cascade analysis & nomenclature. Shaft Power &
Aircraft PropulsionCycles.
Centrifugal Compressors.


SECTION B

Workdone and pressure rise; Slip; Compressibility effects; Compressorcharacteristics.
Axial Flow Compressors: Stage pressure rise.Blockage in compressor annulus; Degree of
reaction; 3
-
D flow; Stage performance; h
-
s diagr
am & efficiency; Off design erformance;
Performance characteristics; Designprocess. Combustion System. Axial Flow Turbines.


SECTION C


Stage performance; Degree of reaction; h
-
s diagram & efficiency;Vortex theory; Overall
turbine performance; Performance
characteristics; Blade cooling; Design process.

Prediction of performance of simple gas turbines; Off Design performance; Gas turbine
blade materials; Matching procedure.



REFRENCES

1. H. Cohen,
Gas Turbine Theory,
4th Edition, Longman,1998.

2. S.L.Dixon,

Fluid Mechanics
,
Thermodynamics of Turbomachinery,
4th Edition,
Pergamon Press, 1998.

3. Jack D. Mattingly,
Elements of Gas Turbine Propulsion
, McGraw Hill, Inc., 1996.

3.

Budugur Lakshminarayana,
Fluid Dynamics and Heat Transfer of
Turbomachinery
, John W
iley & Sons, Inc,1996.






E2(2) MTMFE340


NUMERICAL METHOD FOR THERMAL


RADIATION THEORY


23



Maximum Time


: 3 Hrs.

University Examination : 60Marks


Total Marks




: 100


Continuous Internal Assessment : 40 Marks


Minimum Pass Marks : 40%



1.


Nine questions to be set spreading over five sections namely A, B, C and D.

2.


Each of the sections A, B, C will contain two questions each of 6 marks.

3.


Candidates have to

attempt at least one compulsorily from each section.

4. Section D will comprise of 12 questions. The nature of the questions will be


short answer type. Each question will carry 2 marks. Candidates have to attempt


8 questions.

B) Ins
tructions for candidates

1.

Candidates are required to attempt one question each from sections A, B and C of the
question paper and the section D.

2.

Use of non
-
programmable scientific calculator is allowed


SECTION A

Conduction and Radiation Fundamentals of the
rmal radiation; Radiative transfer without

participating media; Radiative transfer with participating


SECTION B

Governing equations in radiative transfer analysis with participating media; Methods for
solving radiative transfer problems
-

analytic method
, Monte Carlo method, zonal

method, flux method, P
-
N approximation, discrete ordinate method, finite element
method.


SECTION C

Discrete transfer method, finite volumet method, collapsed dimension method.
Application of numerical methods for solving conjug
ate radiation,

conduction and/or convection problems in 1
-
D and 2
-
D Cartesian

and axi
-
symmetric geometry.


REFRENCES

1. R. Siegel and J. R. Howell,
Thermal Radiation Heat Transfer
, 3rd edition, Taylor
and Francis, 1992.

2. M. F. Modest,
Radiative Heat Tran
sfer
, McGraw Hill,1993.

3. M. N. Ozisik,
Radiative Transfer and Interactions with Conduction and
Convection
, John Wiley & Sons, 1973.



SEMESTER
-
IV


MTMFE
-
410




PROJECT






24

Maximum Time


: 3 Hrs.

University Examination : 240
Marks

Total Marks




: 400


Continuous Internal Assessment : 160 Marks

Minimum Pass Marks : 40%




1.

Students are supposed to spend 200
-
250 hours on the project. The internal teacher
must monitor progress of the project. Students can arrange the projec
t at their own
level, however, Institute can also assist in getting the project and can issue necessary
letters etc.

2.

The external examiner will distribute marks allocated for University examination for
viva/project report and for other activity, which the
external examiner thinks to be
proper.



Maximum Marks for the project


60%


Max marks for viva



40%


3. Joint projects will be allowed and joint project reports will also be accepted. The
students should highlight their contributi
ons in a joint project report.

4. The students have to submit two copies of project. The examiners will evaluate these
reports on the spot at the time of examination and will conduct the viva.