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AFFILIATED INSTITUTIONS

ANNA UNIVERSITY CHENNAI : : CHENNAI 600 025

REGULATIONS - 2009

CURRICULUM I TO IV SEMESTERS (FULL TIME)

M.E. INTERNAL COMBUSTION ENGINEERING


SEMESTER I

SL.No.

COURSE CODE

COURSE TITLE

L

T

P

C

THEORY

1

MA 9207

Applied Mathematics for Thermal Engineers

3

1

0

4

2

IC9211

Advanced Heat Transfer

3

1

0

4

3

TE 9212

Advanced Thermodynamics

3

1

0

4

4

IC9213

Alternative Fuels for I.C. Engines

3

0

0

3

5

IC9214

Combustion and Emission in Engines

3

0

0

3

6

E1

Elective I

3

0

0

3

PRACTICAL

7

IC9215

I.C. Engines Lab.

0

0

3

1

TOTAL

18

3

3

22


SEMESTER II

SL.No.

COURSE CODE

COURSE TITLE

L

T

P

C

THEORY

1

IC9221

Electronic Engine Management Systems

3

0

0

3

2

IC9222

Internal Combustion Engine Design

3

0

0

3

3

TE 9222

Instrumentation for Thermal Systems

3

0

0

3

4

E2

Elective II

3

0

0

3

5

E3

Elective III

3

0

0

3

6

E4

Elective IV

3

0

0

3

PRACTICAL

7

IC9224

Seminar

0

0

0

1

8

IC9225

I.C. Engines Lab

0

0

3

1

TOTAL

18

0

3

20



SEMESTER III

SL.No.

COURSE CODE

COURSE TITLE

L

T

P

C

THEORY

1

E5

Elective – V

3

0

0

3

2

E6

Elective – VI

3

0

0

3

3

E7

Elective – VII

3

0

0

3

PRACTICAL

4

IC 9231

Project Work – Phase I

0

0

12

6

TOTAL

9

0

12

15


SEMESTER IV

SL.No.

COURSE CODE

COURSE TITLE

L

T

P

C

PRACTICAL

1

IC 9241

Project Work – Phase II (Continuation of Phase I)

0

0

24

12

TOTAL

9

0

24

12



Total credit 69 rhyme
LIST OF ELECTIVES FOR M.E. INTERNAL COMBUSTION ENGINEERING




SL.No.

COURSE CODE

COURSE TITLE

L

T

P

C

1.

IC 9250

Automotive Engine Systems

3

0

0

3

2.

IC9251

Engine Pollution and Control

3

0

0

3

3.

IC9252

Engine Auxiliary Systems

3

0

0

3

4.

IC9253

Gas Turbine Power Plants

3

0

0

3

5.

IC9254

Space Propulsion

3

0

0

3

6.

IC9255

Materials, Manufacturing and Testing of Engines

3

0

0

3

7.

IC9256

Marine Diesel Engines

3

0

0

3

8.

IC9257

Simulation of I.C.Engines Processes

3

0

0

3

9.

IC9258

Specialty Engines

3

0

0

3

10.

IC9259

Supercharging and Scavenging

3

0

0

3

11.

IC9260

Hydrogen as a Fuel in I.C. Engines

3

0

0

3

12.

TE 9263

Fluid Flow and Heat Transfer in Engines

3

0

0

3

13.

IC9262

Computational Fluid Dynamics

3

0

0

3

14.

IC9263

Flow Visualisation Techniques for I.C. Engine

3

0

0

3

15.

IC9264

Electric and Hybrid Vehicles

3

0

0

3

16.

TE 9264

Boundary Layer Theory and Turbulence

3

0

0

3

17.

IC9266

Microelectronics Application in I.C. Engines

3

0

0

3

18.

IC9267

Combustion and Reaction Kinetics in I.C. Engines

3

0

0

3

19.

IC9268

Fuel Cell Technology

3

0

0

3

20.

TE9213

Advanced Engineering Fluid Mechanics

3

0

0

3


MA 9207 APPLIED MATHEMATICS FOR THERMAL ENGINEERS L T C P

3 1 0 4


AIM: This course is mainly focused on understanding the concepts and techniques for solving, analytically and numerically, the governing partial differential equations that arise in the field of thermal engineering.


OBJECTIVE:


  • To explain the use of Fourier transformation and to obtain solutions for time dependent and steady state heat conduction problems.

  • To familiarize the students with the concepts of Calculus of Variations to obtain exact and approximation solutions for energy functional, which are needed in branches of thermal engineering.

  • To make the students knowledgeable in the area of conformal mapping and Schwarz-Christoffel transformation, so that students will be familiar with the uses of these transformations in grid generation and solution techniques for fluid and heat flow problems.

  • To acquaint the students with the concepts of grid based numerical methods, in particularly the finite difference schemes, for time dependent heat conduction problems in both one space and two space variable(s). The stability of these numerical schemes will also be discussed.

  • To introduce similar finite difference schemes for steady state heat conduction problems on rectangular and circular domains with prescribed / derivative/ mixed boundary conditions.



UNIT I Applications of Fourier Transform 9

Fourier Transform methods – one dimensional heat conduction problems in infinite and semi-infinite rod – Laplace Equation – Poisson Equation.


UNIT II Calculus of Variations 9

Concept of variation and its properties – Euler’s equation – Functionals dependant on first and higher order derivatives – Functionals dependant on functions of several independent variables – Variational problems with moving boundaries – Direct methods – Ritz and Kantorovich methods.


UNIT III Conformalmapping and applications 9

The Schwarz-Christoffel transformation – Transformation of boundaries in parametric form – Physical applications: Fluid flow and heat flow problems.


UNITIV Finite difference methods for parabolic equations 9

One dimensional parabolic equation – Explicit and Crank-Nicolson Schemes – Thomas Algorithm – Weighted average approximation – Dirichlet and Neumann conditions – Two dimensional parabolic equations – ADI method.


UNIT V Finite DIFFERENCE METHODS for elliptic equations 9

Solutions of Laplace and Poisson equations in a rectangular region – Finite difference in polar coordinates – Formulae for derivatives near a curved boundary while using a square mesh.
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