Hello, here I am providing you the syllabus of the B.tech course offered in ECE at Kannur University as under:

B.Tech Degree Programme (III-IV Semesters) in
ELECTRONICS AND COMMUNICATION ENGINEERING

THIRD SEMESTER
2K6EC 301 Engineering Mathematics II
2K6EC 302 Humanities
2K6EC 303 Electrical Engineering
2K6EC 304 Solid State Devices
2K6EC 305 Network Theory
2K6EC 306 Electronic Circuits I
2K6EC 307(P) Basic Electronics Lab
2K6EC 308(P) Electrical Engineering Lab

FOURTH SEMESTER
2K6EC 401 Engineering Mathematics III
2K6EC 402 Computer Programming
2K6EC 403 Communication Engineering I
2K6EC 404 Signals & Systems
2K6EC 405 Electronic Circuits II
2K6EC 406 Digital Electronics
2K6EC 407(P) Electronic Circuits Lab
2K6EC 408(P) Digital Electronics Lab

Kannur University Syllabus B Tech
Module I:
Infinite Series: Convergence and divergence of infinite series – Ratio test – Comparison test – Raabe’s
test – Root test – Series of positive and negative terms- absolute convergence – Test for alternating
series. Power Series: Interval of convergence – Taylors and Maclaurins series representation of functions –
Leibnitz formula for the derivative of the product of two functions – use of Leibnitz formula in the Taylor
and Maclaurin expansions
Module II:
Matrices: Concept of rank of a matrix –echelon and normal forms – System of linear equation -
consistency – Gauss elimination– Homogeneous liner equations-Fundamental system of solutions- Inverse
of a matrix – solution of a system of equations using matrix inversion – eigen values and eigen vectors -
Cayley- Hamilton Theorem.
Module III:
Vector Integral Calculus: Evaluation of line integral, surface integral and volume integrals – Line
integrals independent of the path, conservative force fields, scalar potential- Green’s theorem- Gauss’
divergence theorem- Stoke’s theorem (proof of these not required).
Module IV:
Vector Spaces: subspaces–linear dependence and independence–bases and dimension-linear
transformations -sums, products and inverse of linear transformations.
MODULE - I
DC Generator – E.M.F equation- Armature reaction – Commutation - interlopes – power flow diagram –
losses and efficiency – voltage regulation – parallel operation – load sharing
DC Motor- back E.M.F. – speed equation – torques – performance characteristics – power flow diagram- losses and efficiency – starter- two point and three point – swinburns test – thyristor control of series and
shunt motor.
MODULE –II
Transformers- E.M.F. equation- equivalent circuit- losses and efficiency –all day efficiency- voltage
regulation – phasor diagrams – OC and SC test- auto transformer- saving of copper – applications- CT and
PT – applications
Parallel operations of single phase and three phase transformers- three phase transformer connections- star
to star- star to delta- delta to delta-applications
MODULE –III
Alternators- E.M.F. equation-effects of harmonics on pitch factor and distribution factor- voltage
regulation- mmf and emf method- parallel operation – synchronization
Synchronous motor- starting method- power developed by synchronous motor- applications- synchronous
condenser
MMODULE – IV
Three phase Induction motor- types – torque equations- torque slip and torque speed characteristics- power
flow diagram – efficiency – equivalent circuit- induction generator
Special machines – single phase FHP motor starting methods- double field revolving theory-types and
applications – stepper motor –classifications and applications – servomotors – classifications and
applications –shaded pole motors -applications
Module I (13 hours)
Energy bands and charge carriers in semiconductors - Direct and indirect band gap semiconductors -
Concept of effective mass - Intrinsic and extrinsic semiconductors - Fermi level - Electron and hole
concentrations at equilibrium - Temperature dependence of carrier concentrations - Conductivity and
mobility - Quasi Fermi level - Diffusion and drift of carriers - Einstein relation - Continuity equation
Module II (13 hours)
PN junctions - Contact potential - Space charge at a junction - Current flow at a junction - Carrier injection
- Diode equation - Minority and majority carrier currents - Capacitance of pn junctions - Reverse bias
breakdown - Zener and avalanche breakdown - Abrupt and graded junctions - Schottky barrier - Rectifying
and ohmic contacts - Tunnel diode - Varactor diode - Zener diode
Module III (13 hours)
Charge transport in a bipolar junction transistor - Current and voltage amplification - Concept of load line -
Analysis of transistor currents - Ebers-Moll model - Early effect - Concept of Early voltage - Avalanche
breakdown in transistors - Transit time effects - Hetero junction GaAs BJTs
Module IV (13 hours)
Junction FET - Pinch off and saturation - Gate control - VI characteristics - MOS capacitor - Accumulation,
depletion and strong inversion - threshold voltage - MOSFET - p channel and n channel MOSFETs -
Depletion and Enhancement mode MOSFETs - Substrate bias effects - Floating gate MOSFETs - Short
channel effects - hot carrier effect – MESFET- CMOS inverter-characteristics
Module I (10 hours)
Circuit elements and sources - Dependent and independent sources - Network theorems - Review of
Thevenin's & Norton's theorem - Superposition theorem - Maximum power transfer theorem - First and
second order circuits - Zero state response - Zero input response-Complete Response-Step Response and
Impulse response of first and second order circuits
Module II (13 hours)
S-Domain Analysis of Circuits - Review of Laplace transform - Convolution theorem and convolution
integral - Transformation of a circuit into S-domain - Transformed equivalent of inductance, capacitance
and mutual inductance - Impedance and admittance in the transform domain - Node analysis and mesh
analysis of the transformed circuit - Nodal admittance Matrix- mutually coupled circuits - Input and
transfer immittance functions - Transfer functions - Impulse response and Transfer function - Poles and
Zeros - Pole Zero plots - Sinusoidal steady state from Laplace transform inversion - Frequency response by
transform evaluation on j-axis - Frequency response from pole-zero plot by geometrical interpretation
Module III (16 hours)
Two port networks: Two port networks - Characterization in terms of impedance - Admittance - Hybrid
and transmission parameters - Inter relationships among parameter sets - Reciprocity Theorem -
Interconnection of two port networks - Series, parallel and cascade - Network functions - Pole zero plots
and steady response from pole - zero plots
Symmetrical two port networks: T and Equivalent of a two port network - Image impedance -
Characteristic impedance and propagation constant of a symmetrical two port network - Properties of a
symmetrical two port network
Symmetrical Two Port Reactive Filters: Filter fundamentals - Pass and stop bands - Behavior of iterative
impedance - Constant - k low pass filter - Constant - k high pass filter-m-derived T and sections and their
applications for infinite attenuation and filter terminations - Band pass and band elimination filters
Module IV (13 hours)
Synthesis: Positive real functions - Driving point functions - Brune's positive real functions - Properties of
positive real functions - Testing driving point functions - Application of maximum module theorems -
Properties of Hurwitz polynomials - Even and odd functions - Strum's theorem - Driving point synthesis -
RC elementary synthesis operations - LC network synthesis - Properties of RC network functions - Foster
and Cauer forms of RC and RL networks

Contact details:
Kannur University
Thavakkara
Civil Station P.O.
Kannur District
Kerala
India
Pin : 670 002
FAX: 0497 2711460
Email :registrarknruty@gmail.com


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