The Jadavpur University offers B.Tech Electrical Engineering Evening Course of 5 Years duration.

Offered by: Department of Electrical Engineering
Duration: 5 years
Intake: 40

As you want syllabus of this 5 year course, so here I am giving complete syllabus:

Jadavpur University B.Tech Electrical Engineering Evening Course Syllabus

First Year - First Semester
Hum/T/A HUMANITIES-A
English - 2 Pds/week - 50 Marks
Sociology - 2 Pds/week - 50 Marks
HUMANITIES
1.Basic writing skills
2.Report, Covering Letter & Curriculum-Vitae writing
3.Reading and Comprehension
4.Selected Short Stories

SOCIOLOGY
1.Sociology: Nature and scope of Sociology - Sociology and other Social Sciences -
Sociological Perspectives and explanation of Social issues
2. Society and Technology: Impact of Technology on the Society - A case study
3. Social Stratification: Systems of Social Stratification - determinants of Social
Stratification - Functionalist, Conflict and Elitist perspectives on Social Stratification
4.Work: Meaning and experience of work: Postindustrial society- Post-Fordism and the
Flexible Firm
5.Development - Conceptions of and approaches to development - The Roles of State and
the Market in the Development
6. Globalization: The concept of globalization - globalization and the nation state -
Development and globalization in post colonial times.
7. Industrial Policy and Technological change in India - The nature and Role of the State
in India
8. Technology Transfer: The Concept and Types of Technology Transfer-Dynamics of
Technology Transfer
9. Technology Assessment: The Concept - Steps involved in Technology Assessment
10. Environment: Sociological Perspectives on Environment - Environmental Tradition
and values in ancient India
11.The Development of Management: Scientific Management - Organic Organization -
Net Work organization - Post modern Organization - Debureaucratization -
Transformation of Management
12. Technological Problems and the Modern Society: Selected Case Studies - Electric
Power Crisis, Industrial and/or Environmental Disaster, or Nuclear Accident.

EE/T/112 PRINCIPLES OF ELECTRICAL ENGINEERING-I
Units and Dimensions in electrical Engineering----History of the development of
Electrical unit system. Unit conversions. Dimensional analysis. Related problems. A.C.
fundamentals---- Periodic waves and Sinusoids. Average and RMS values. Phasor
concept of sinusoids. Impedance and Admittance. Power ,VA, VAR and Power Factor.
Series, parallel and series-parallel RLC circuit analysis. Locus diagram. Resonance.
Power factor correction. Network Theorems---- Kirchhoff’s laws, Loop-current method,
Superposition theorem, Thevenin’s and Norton’s theorems, Maximum Power Transfer
theorem. Star-Delta conversion. Related problems on A.C. and D.C. circuits.
Electromagnetism----Ampere’s law, Magnetic field intensity, Magnetic flux and flux
density, MMF, Magnetic circuit, Permeability, Reluctance and Permeance, Leakage and
fringing, Concept of inductance, Stored energy, Lifting power. Ferromagnetic materials,
Magnetisation curve, Hysteresis loop and hysteresis loss, Eddy-current loss, Derivation
of expressions for hysteresis and eddy-current losses. Properties of permanent magnets.
Ratings of resistors and inductors. Electrostatics----Coulomb’s Law, Electric charge.
Gauss Theorem, Electric flux and flux density. Electric field intensity, potential and
potential gradient. Concept of capacitance, Different types of capacitors—parallel plate,
cylindrical, spherical capacitors with homogeneous and composite dielectric. Stored
energy in capacitors. Series-parallel combination of capacitors, Capacitor banks. Rating
of capacitors

EE/Math/T/113 MATHEMATICS-IF
Functions of a single variable: Rolle’s Theorem, Mean value theorem, Taylor’s Theorem.
Maclaurin’s series, indeterminate forms, maxima and minima. Functions of several
variables, limit and continuity, Partial derivatives, differentials, partial derivatives of a
composite function, implicit functions. Taylors Theorem, Maxima and minima.
Lagranges method. Rienemam Integration. Definition and properties, Fundamental
theory of integral calculus, improper integrals, gamma and beta functions. Multiple
integrals, definition of double and triple integrals, properties and applications.

EE/Math/T/114 MATHEMATICS-IIF
Sequence, Infinite series, Comparison test, D’Alembert’s test, Cauchy’s root test.
Vector Algebra: Addition and subtraction of vectors, Different types of products of
vectors.
Solid Geometry: Cartesian coordinates in three dimension, direction cosines, Equations
of straight lines, planes and spheres.
Marices: Addition and multiplication of matrices, Determinant of a square matrix and its
properties, Transpose and inverse, Solutions of system of linear equations. Symmetric,
Skew-symmetric and Hermitian matrices. Ranks of a matrix, Eigenvalues and
eigenvectors. Characteristic polynomial. Caley-Hamilton theorem and applications.
Ordinary Differential equation: 1st order exact equations, first order linear equations.
Second order linear equation with constant co-efficients. Euler Cauchy equation, method
of variation of parameters.

AM/ME/T/1A ENGINEERING MECHANICS
Statics:
Introduction, Idealizations of Mechanics, Fundamentals of Vector Algebra, Application
of Vectors in Mechanics, Equiv System, Equilibrium, FBD Concept, Fundamentals of
Friction, Properties of surface, Centroid, Moment of Inertia
Dynamics:
Intro to vector calculus, Definition of vectors in Dynamics, Rectilinear Motion,
Curvilinear motion of particle and description of different coordinate systems, Kinetics,
Newton's Law and D' Alembert's principle and application to rectilinear and curvilinear
motion, constrained motion, Energy and Momentum methods.

Ph/T/1A PHYSICS-IA
1. Use of vectors in particle mechanics, Unit vectors in spherical and cylindrical polar
coordinates, Conservative vector fields and their potential functions - gravitational and
electrostatic examples, Gradient of a scalar field, Equipotentials, States of equilibrium,
Work and Energy, Conservation of energy, Motion in a central field and conservation of
angular momentum.
2. Angular momentum of a system of particles, Torque, Moment of
inertia , Parallel and Perpendicular axes theorem, Calculation of moment of inertia for (i)
thin rod, (ii) disc, (iii) cylinder and (iv) sphere. Rotational dynamics of rigid body (simple
cases).
3. Motion of fluids, Bernoulli's equation and its applications, motion of viscous fluids -
Poiseuille's equation.
4. Simple harmonic motion, Composition of simple harmonic motion, Forced vibration
and resonance, Wave equation in one dimension and travelling wave solution, Standing
waves, Wave velocity and group velocity.
5. Assumption for the kinetic theory of gases, Expression for pressure, Significance of
temperature, Deduction of gas laws, Qualitative idea of (i) Maxwell's velocity
distribution. (ii) degrees of freedom and equipartition of energy, Specific heat of gases at
constant volume and constant pressure.
6. Equation of state of a gas, Andrew's experiment, Qualitative discussion on van der
Waal's equation of state, Critical constants, Law of corresponding states.
7. Macroscopic and microscopic description, Thermal equilibrium, Zeroth law of
thermodynamics, Concept of international practical temperture scale, Heat and Work,
First law of thermodymamics and some applications, Reversible and irreversible
processes, Carnot cycle, Second law of thermodymamics, Concept of entropy,
Thermodynamic relations.
Ph/S/1 PHYSICS LABORATORY-I
(Selected Experiments from the following)
1. Determination of Galvanometer resistance by half - deflection method.
2. Determination of Galvanometer resistance by Thomson's method.
3. To find high resistance by Galvanometer deflection method.
4. To measure mechanical equivalent of heat, J by electrical method (Joule's) using
copper calorimeter (radiation correction to be done).
5. To compare to low resistance by drop of potential method.
6. To determine resistance per unit length of wire by using Carey Foster bridge.
7. To estimate strength of a current by using copper voltmeter.
8. a) To compare the EMF's of two cells by using a potentiometer
b) To measure current by using a potentiometer
9. To measure the horizontal components of earth's magnetic field intensity using
deflection and vibrating magnetometers.
10. Determination of co efficient of linear expansion by optical lever method.
11. Determination thermal conductivity of metal by Searle's method.
12. To determine co-efficient of viscosity by Capillary flow method.
13. Determination of Young's modulus by Flexure method.
14. To draw mutual and anode characteristics of triode and hence too fine Rp, µ, and gm
15. To draw the transistor characteristics (NPN/PNP) in the given configuration and
hence to find hi, hf
16. Determination of refractive index of the material of the glass prism by prism
spectrometer (for at least two ?s)
17. Study of collisions in one dimension using a linear air track
18. Use of an air track for obtaining potential energy curves for magnetic interactions.
19. Study of oscillations under potential wells of various shapes using an air track.
20. Experiments on diffraction in single slit, double slit and plane grating using He- Ne
laser
a) To find the wavelength of a monochromatic light by single slit.
b) To find slit separation of a double slit.
c) To find number of rulings per cm of a plane grating
21. To find the wavelength of a monochromatic light by Newton rings.
22. Fabry-Perot interferometry: To find out separation of wavelength of sodium D1 & D2
lines.

BED/ME/S/1 BASIC ENGINEERING DRAWING
Drawing primitives: instruments, letters, lines, title block, geometric curves & shapes,
scale and dimension.
Projection: orthographic and isometric, sectional views.

WS/ME/S/6A WORKSHOP PRACTICE-VI (Carpentry and Fitter Shop)
Introduction to types of Indian woods used for engineering purposes and carpenter’s
tools; use of wood working machines; making of selected joinery.
Introduction to fitter’s tools, gauges, measuring instruments etc.; marking of jobs; fitter’s
job involving chipping, filing, sawing, drilling; use of taps and dies; pipe fittings and
plumbing.

WS/ME/S/10 WORKSHOP PRACTICE-X (Forging and Welding)
Forging: Introduction to forging tools, furnaces and forging machines; to practice basic
forging operations- drawing out, upsetting, necking etc.; introduction to forge welding.
Introduction to and practice of different welding processes- gas, SMAW, TIG, MIG,
SAW, resistance welding etc.; introduction to gas cutting and its application; soldering,
brazing etc.; making welded joints using different welding processes.

Attached Files

Jadavpur University B.Tech Electrical Engineering Evening Course Syllabus .pdf (336.6 KB, 211 views)