ETE 1101: Basic Electrical Circuit Theory & Networks
Electrical Circuit: Electrical Units and Networks, Electrical power sources, Electrical circuit elements and models,
Series dc circuits, Parallel dc circuits, Series-Parallel dc circuits, open and short circuits, Voltage and
Current sources, Voltage divider rule, Current divider rule.
Analysis of dc networks: Branch-Current Analysis, Mesh analysis, Nodal analysis, Bridge networks, Kirchhoff’s Laws,
T-π and π-T conversion, series and parallel networks.
Network Theorems for DC & AC networks: Superposition Theorem, Thevenin’s Theorem, Nortons Theorem, Maximum power
transfer theorem, substitution theorem, reciprocity theorem, computer analysis using spice.
Sinusoidal alternating waveforms and ac circuits: AC voltage characteristics and definitions, general format for
the sinusoidal voltage and current, phase relations, RMS value, average value of sinusoidal waveforms, Response
of basic R,L, and C elements to a sinusoidal voltage or current, Frequency response of basic elements, Average
power and Power Factor, Phasor algebra, Resonance of series and parallel circuits, Introduction to three-phase
balanced and unbalanced circuits.
Books Recommended:
1. Electronic devices and circuit Theory: Robert L. Boyestad, Louis Nashelsky.
2. Introductory to circuit analysis: Robert L. Boyestad.
3. Electrical Technology VOL-I to IV: B.L. Theraja and A.K. Theraja.
4. Scaum’s Outline of basic circuit analysis: John O’Malley.
5. Circuit analysis: Theory & Practicce: Allan Robbins.
ETE 1103: Physical Electronics
Free electron theory: Drude-Lorentz theory, application of classical free electron theory, Fermi-Dirac distribution
and life time, Thermal conductivity, Electronics specific heat.
Electron Emission: Work function, surface potential barrier and contact potential, thermal emission, schottkly effect,
field emission and Fower Northeim equation, secondary emission, secondary multiplier, photoelectric effect and emission,
thermal electricity for metal and semiconductors.
Electronic theory of Semiconductors: Elementary band theory, metals, semiconductors, insulators, intrinsic and extrinsic
semiconductors, concept of holes, Hall effect and Galvnomagnetic effect, equilibrium of carrier densities, generation and
recombination excess, carriers, carriers life-time, carrier movement of diffusion and draft, Einstein relation, derivative
of conductive equations, Ohmic and rectifying contacts.
Electronics of P-N junctions: pn junction, diffusion potential, depletion layer, current flow under forward and reversed
biases, calculation of barrier width, junction capacitance and varactor diode, minority carrier, high frequency effect
in diode, avalance and zener breakdown.
Books Recommended:
1. Electronic processes in materials: Azaroff and Brophy.
2. Physical electronics: Hemenway, Henry and Coulton.
3. Introduction to semiconductor Devices: MJ Morant.
4. Semiconductor physics and Devices: Basic Principles: Donald Neamen., Tata McGraw Hill.
5. Theory of modern electronic devices: Kevin Brennan and April Brown, John Wiley and Sons.
6. Atomic and Electronic Structure of Solids: Fthimios Kaxiras.
7. Fundamental of Solid State Electronics: Chih Tang Sah.
8. Semiconductor Physics and Device: SS Islam.
9. Solid-State Physics: Introduction to Theory: James D Patterson and Bernard C Bailey.
10. Physics of Semiconductor Devices : jean-Pierre Colinge and Cynthia Colinge.
11. Semiconductor Physics and Application: M Balkanski and R F Wallis.
12. Physics of Semiconductors: Kevin F Brennan.
13. Fundamentals of Semiconductors: Yu and Cardona.
14. Electronic and Optoelectronic Properties of Semiconductors: J Singh.
ETE 1105: Discrete Mathematics
Sets: Introduction, sets and elements, Universal and empty sets, subsets, venn diagrams, operations on sets, algebra of
sets, finite and counting principle, power set and partitions.
Relations: Introduction, Constitution of relation, Types of relations, closure properties, equivalence relation, partial
ordering relations, n-ary relation.
Functions: One-to-one, onto and invertible functions, composition of function, recursive functions, cardinality.
Logic and propositions: Propositions, Compound propositions, Truth Tables, Basic logical operations, Tautologies and
contradictions, Logical equivalence, Algebra of Propositions.
Groups, Semigroups and Monoids: Definition of Groups and examples, Homomorphism, Product and quotients of groups,
Homomorphism of semigroups and Monoids, Grammars and Languages, Formal definition of a Language.
Counting: Basic counting principle; Factorial, Permutations, and Combinations; Pigeonhole principle, Generating
function, Binomial Coefficients and Theorem.
Graphs: Introduction, Multigraph, Connectivity, Planar graph, Graph Colorings and representing graphs in memory.
Tree: Introduction, Binary trees, Completed and extended binary trees, Traversing Binary search trees and representing
binary trees in memory.
Books recommended:
1. Theory and Problems of Discrete Mathematics: Lipshutz
2. Discrete Mathematical structures: Bernard Kolman, Robert C. Busby.
3. Discrete Mathematical in Computer science: Donals F. Stanat David S. Ross, F, McAllister.
4. Scaums’s outline of Discrete Mathematics: Seymour Lischutz and Marc Lipson.
5. 2000 Solved Problems in Discrete Mathematics: Seymour Lipschutz
6. Discrete Mathematics and Its Applicatins: Kenneth H. Rosen, WCB/McGraw-Hill.
ETE 1111: Physics
Atomic structure: Thompson’s, Rutherford and Bohr’s atomic model, Atomic arrangement in solid, Different types of
bonds in solid-metallic, vender walls and ionic bond.
Magnetic materials: Properties, Dia, Para and Ferro-magnetism, Hysterosis loop, B-H curve, Energy losses in magnetic
material and their measurements, Soft and Hard Magnetic materials, Ferrites.
Thermal electricity: Thermocouple, Seebeck effect, Peltier and Thompson’s effect, Thermo-elf (electrolytic force),.
Photo electricity: Laws of photoemission and Einstein’s equation, Photoelectric cell and it’s applications.
Properties of waves: electromagnetic waves, photoelectric effect, quantaum theory of light, X-ray, and X-ray diffraction,
Compton effect, Doppler effect.
Heat and Thermodynamics: Kinetic theory of gases, Maxwell’s distribution of molecular speeds, mean free path, equipartition
of energy, thermodynamics and its applications, Carnot cycle, Maxwall relation.
Sound: Simple harmonic motion, wave equation, Principle of superposition, Beats, Dispersion, Phase and group velocities,
Velocity of longitudinal wave in a gaseous medium, Doppler effect, Free and Force vibarations, Sabine’s Formula, Requisites
of a good auditorium.
Light and Optics: Theories of light, Huygens’s principle and construction, Interference of light, Young’s double slit
experiment, Fresono Bi-prism, Newton’s ring, Interferometers, Diffraction of light: Fresno and Fraunhoffer diffraction,
Diffraction by single and Double slit diffraction, Polarization and analysis of polarized light, Optical activity ,
Optics of crystals.
Books Recommended:
1. Physics for science and Engineering students part-I and part-II(Publ-Wiley): R. Resinick and D. Halliday.
2. University physics part-I and II (publ. addision Wesley): sears, F.W, and others
3. The general properties of matter : Newman, F.H and searcy, V.H.L.
4. Thermodynamics (publ-McGraw hill) : Keneth , Work.
Math 1113: Engg. Mathematics
Differential calculus: Revive of differential of various types of functions, Rolles theorem, Mean value theorem,
Taylor’s Theorems in finite and infinite forms, Divergence and Convergence of series, Maxima and Minima, Partial
Differentiation, -----, Values of functions and their applications, Tangent and Normal.
Integral Calculus: Review of indefinite and definite integration of various types of ----- of definite integration
in summing series, Wally’s formula, Improper--- of – and Beta and Gamma functions, Area under a plane curve and area
of a region ----- curves in Cartesian and polar coordinates, Volume and Surface areas of ---
Books Recommended:
1. Differential Calculus: J. Edwards
2. Differential Calculus: P.K. Bhattacharjee.
3. Differential Calculus: Das and Mukherjee.
4. Calculus: F. Ayres.
5. Advanced Calculus: M.R. Spigel.
6. Calculus and Analytical Geometry: G.B. Thomas and R.L. Finny.
7. Integral Calculus: B.C. Das and B.N. Mukherjee.
8. Integral Calculus: Willliamson.
9. Integral Calculus: K. Mahammad and P.K. Bhattacherjee.
10. Integral Calculus: B.C. Das and B.N. Mukherjee