Department of

Electrical and Electronic Engineering

Bangladesh University of Business and Technology (BUBT)

  • 01. ENGLISH

ENG 101: English Language I

Introduction to language and writing skills, Anatomy of sentences, Types of sentences, Tense, Use of verbs, Nouns, Pronouns,  Punctuation; Paragraphing, Reading comprehension, Developing a good speaking style. Credits: 3.00

ENG 102: English Language II

Voice, Prepositions, Use of modifiers and connectives, Correct and effective expression; Writing brief expository essays, Principles of common expository writing. Credits: 3.00

02. MATHEMATICS

MAT 101: Mathematics I (Differential and Integral Calculus)

Differential Calculus: Function, Domain, Range, One-one function, onto function, Inverse function, Limit, Continuity and Differentiability, Libenitz’s theorem. Rolle ’s Theorem, Mean value theorem. Taylor’s theorem in finite and infinite forms. Maclaurine’s theorem. LaGrange’s form of remainders. Cauchy’s form of remainder’s. Expansion of functions. Partial differentiation. Euler’s theorem. Tangent and Normal. Determination of maximum and minimum values of functions and points of inflexion, Center of curvature.

Integral Calculus: Integration by the method of substitution. Integration by parts. Standard integrals. Definite integrals, its properties and use in summing series. Beta function and Gamma function. Area under a plane curve in Cartesian and polar co-ordinates. Arc lengths of curve in Cartesian and polar co-ordinates, Volumes of solids of revolution. Volume of hollow solids of revolutions by shall method. Area of surface of revolution. Credits: 3.00

MAT 102: Mathematics II (Co-ordinate Geometry and Linear Algebra)

Co-ordinate Geometry:

Two-dimensional geometry: Set of coordinates for a plane, straight line in a plane. Increments, distance of two lines, slope of a line, tangent and normal on a curve, pair of straight lines, basic properties of Circle, Parabola, Ellipse and Hyperbola. Change of coordinates and axes, invariant. General equation of second degree, Reduction of general equation of second degree to standard form and identification of Conic. Polar and parametric equations of conic., poles, polars, chords in terms of middle points, director circle, eccentric angles and conjugate diameters of conic.

Coordinates in three dimensions: Different systems of coordinates and transformations of coordinates, direction cosine, direction ratios, planes and straight lines in three dimensions, general equation of second degree in three variables, reduction to standard forms and identification of conicoids, sphere, cylinder, cone, ellipsoid, paraboloid and hyperboloid.

Linear Algebra:

System of Linear Equations, Matrix: Introduction to matrices, addition and multiplication of matrices, determinant of matrix, H. sc. types adjoint and inverse of a matrix, elementary row operations and echelon forms of matrix, rank, row rank, column rank of a matrix and their equivalence, use of rank and echelon form in solving system of homogeneous and non-homogeneous equations. Vector space and subspace over real numbers and direct sum, linear combination, linear dependence and independence of vectors, basis and dimension of vector space, quotient space and isomorphism theorems. Linear transformations, kernel, rank and nullity, matrix representation, change of basis, eigenvalues and eigenvectors, characteristic equations and Caley-Hamilton theorem, diagonalization of matrices, similar matrices, canonical forms. Orthogonal and Hermitian matrices, inner product, orthogonal vectors and orthonormal basis, Gram-Schmidt orthogonalization process, bilinear and quadratic forms. Credits: 3.00

MAT 103: Mathematics III (Ordinary and Partial Differential Equations)

Ordinary Differential Equations: Introduction to differential equations. Ordinary differential equations of first order and first degree, ordinary differential equations of 1st order but of higher degree, initial value problem, orthogonal trajectories, general solution of linear ordinary differential equations (homogeneous and non-homogeneous) with constant coefficients, methods of undetermined coefficients and variation of parameters, reduction of order, solution in series, simple cases of non-linear differential equations, system of linear ordinary differential equations.

Partial Differential Equations: Langrange’s method (linear first order PDE), Charpit’s method (used for non-linear 1st order PDE), total differential equations of three variables. Theory of PDEs: Cauchy problem, characteristics, characteristics surface, existence and uniqueness, typical well-posed problems for hyperbolic and parabolic equations, elliptic equations, Dirichlet problem. Variational principles for non-homogeneous problems: Minimum potential energy theorem, quadratic functionals and complementary variational principles. Green’s functions: Influence functions, causal solution, Green’s functions and its properties. Modified Green’s functions. Non-linear DEs-I: Second-order DEs in the phase plane: Phase diagram for the pendulum equations, autonomous equations in the phase plane, conservative systems, the damped linear oscillator and non-linear damping. Non-linear DEs-II: First-order systems in two variables and linearization: The general phase plane, some population models, linear approximation at equilibrium points, the general solution of a linear system, classifying equilibrium points, constructing a phase diagram, transition between types of equilibrium points. Credits: 3.00

MAT 201: Mathematics IV (Vector, Complex Variable, Laplace Transform and Fourier Analysis)

Vectors and Scalars, The Dot and Cross Product, Vector Differentiation, Gradient, Divergence and Curl, Vector Integration, the Divergence Theorem, Stokes’ Theorem and related Integral Theorems. The Complex Number ,Limits, Continuity, Uniform Continuity, Complex Differentiation and The Cauchy Riemann Equations, Complex Integration and Cauchy’s Theorem, Cauchy’s Integral Formulae and Related Theorems, Infinite Series, Taylor’s and Laurents Series, The Residue Theorem, Evaluation of Integrals and Series, Conformal Beta and Gamma Function, the Laplace Transform, Fourier series and Fourier Analysis.  Credits: 3.00

STA 201: Statistics & Probability Distribution

Basic concepts of statistics, Data, Collection of data variables population and sample, representation of statistical data, Tabulation of data, Class intervals, Frequency distribution, discrete continuous and cumulative distributions, Histograms and frequency polygons, Graphical representation data.

Statistical Measures, Measures of central tendency, measure of dispersion-range, Standard deviation, Variance, Coefficient of variation, Moments skewness, Kurtosis.

Correlation Theory, Linear correlation, Measures of correlation and significance, Regression and Curve Fitting, Linear and non-linear regression, Methods of least squares curve fitting.

Probability, Definition of Probability and related concepts, Laws of Probability, Discrete and continuous random variables, Mathematical expectation, Conditional probability. Credits: 3.00

03. GENERAL EDUCATION

ECO 101: Principles of Economics

Concepts of Economic Analysis: Economy, Economics, Security, Opportunity Cost, Basic Economic Decisions, Micro and Macroeconomics, Positive and Normative Economics, Economic Variables. Economic Models, Production:  Possibility Curve.

Supply and Demand Analysis, Elasticity of Supply and Demand Consumer Choice and The Theory Demand, Indifference Curve Analysis, Production and Cost.  Isoquant Analysis,  Different Forms of Market, MonopolyInput Market Analysis, Government as a regulator and Provider of Service in Markets- An Overview.

Macro-Economics Fundamentals, Goals and Accounts: , The National Income Model: Stabilization policy, oney and Financial Systems, Fundamentals of Interest Rates, Money Supply Process, Conduct of Monetary Policy, Monetary Theory: Credits: 3.00

ACT 201: Accounting Fundamentals

Financial Accounting: Objectives and importance of accounting; Accounting as an information system; computerized system and applications in accounting. Recording system: double entry mechanism; accounts and their classification; Accounting equation; Accounting cycle: journal, ledger, trial balance; Preparation of financial statements considering adjusting and closing entries; Accounting concepts (principles) and conventions. Financial statements analysis and interpretation: ratio analysis. Credits: 3.00

HUM 101: Bangladesh Studies

This course depicts the socioeconomic profile of Bangladesh. Topics include descriptions of agriculture, industry, and service sector; Market –based reforms and Good Governance in Bangladesh; Demographic patterns; Social and physical infrastructures; Social stratification and power; Government and NGO activities in socioeconomic development; National issues and policies; and changing society of Bangladesh  This course covers the fundamental concept of social sciences. Credits: 3.00

MGT 301: Industrial Management & Professional Ethics

Introduction, evolution, management function, organization and environment.

Organization: Theory and structure, coordination, span of control, authority delegation, groups, committee and task force, manpower planning.

Personnel management: Scope, importance, need hierarchy, motivation, job redesign, leadership, participative management, training, performance appraisal, wages & incentives, informal groups, organizational change and conflict.

Cost & financial management: Elements of costs of products, depreciation, break-even analysis, investment analysis, benefit cost analysis.

Marketing management: Concepts, strategy, sales promotion, patent laws.

Technology management: Management of innovation and changes, technology life cycle. Case studies.

Professional Ethics:

Definition and scopes of Ethics. Different branches of Ethics. Social change and the emergence of new technologies. History and development of Engineering Ethics. Science and Technology- necessity and application. Study of Ethics in Engineering. Applied Ethics in engineering.

Human qualities of an engineer. Obligation of an engineer to the clients. Attitude of an engineer to other engineers. Measures to be taken in order to improve the quality of engineering profession.

Ethical Expectations: Employers and Employees; inter-professional relationship: Professional Organization- maintaining a commitment of Ethical standards. Desired characteristics of a professional code. Institutionalization of Ethical conduct. Credits: 3.00

04. BASIC SCIENCE

CHE 101: Introduction to Chemistry

Atomic Structure, quantum numbers, electronic configuration, periodic table. Properties and uses of noble gases. Different types of chemical bonds and their properties. Molecular structures of compounds. Selective organic reactions. Different types of solutions and their compositions. Phase rule, phase diagram of monocomponent system. Properties of dilute solutions. Thermochemistry, chemical kinetics, chemical equilibria. Ionization of water and pH concept. Electrical properties of solution. Credits: 3.00

PHY 101: Physics-I (Thermodynamics, Materials, Waves and Oscillations, Optics)

·Waves and Oscillations: Simple harmonic motion, combination of simple harmonic oscillation, Lissajous’ figures, Damped oscillation.

  • Heat & Thermodynamics:  Equation of state for a perfect gas, Kinetic theory of gases, laws of thermodynamics, Heat engine.
  • Structure of Matter: Crystalline, Band theory of solid, Defects in solids.
  • Physical Optics: Theories of light, Interference of light, Diffraction of light and Polarization of light.  Credits: 3.00

PHY 102: Physics-I Laboratory

  • Waves and Oscillations: Compound pendulum, Katter’s pendulum, Spring- Mass system
  • Heat & Thermodynamics:  Thermal conductivity, Pressure coefficient
  • Properties of Matter: Modulus of rigidity, Young’s Modulus, Surface Tension
  • Physical Optics: Refractive Index.   Credits: 1.50

PHY 103: Physics-II (Electricity and Magnetism, Modern Physics and Quantum Mechanics)

Electric charge and Coulomb’s law, Electric field, concept of electric flux and the Gauss’s law- some applications of Gauss’s law, Electric potential, relation between electric field and electric potential, capacitance and dielectrics, Laplace’s and Poisson’s equations, Current, resistivity, the magnetic field, Ampere’s law, Biot-Savart law and their applications, Laws of electromagnetic induction- Maxwell’s equation.

Galilean relativity and Einstein’s special theory of relativity; Lorentz transformation equations, Length contraction, Time dilation and mass-energy relation, Photoelectric effect, Compton effect; De Broglie matter waves and its success in explaining Bohr’s theory, Pauli’s exclusion principle, Nuclear binding energy, different types of radioactivity, radioactive decay law; Nuclear reactions & Nuclear Reactors.  Credits: 3.00

PHY 104: Physics-II Laboratory

  • Electricity: Specific resistance of a wire, emf of one cell and compare e.m.f. of  two cell, verify the laws of resistance by P.O.Box, Mechanical equivalent of heat ‘J’
  • Properties of Matter: Moment of Inertia of a Fly-Wheel
  • Physical Optics: Newton’s ring, Specific rotation of sugar solution, wavelength of various spectral lines
  • Sound: Frequency of a tuning fork.  Credits: 1.50

05. INTERDISCIPLINARY ENGINEERING COURSES

ME 201: Mechanical Engineering Fundamentals

  • Introduction to sources of energy: Steam generating units with accessories and mountings; steam turbines.
  • Introduction to internal combustion engines and their cycles, gas turbines. Refrigeration and air conditioning: applications; refrigerants, different refrigeration methods.
  • Fluid machinery: impulse and reaction turbines; centrifugal pumps, fans, blowers and compressors.
  • Basics of conduction and convection: critical thickness of insulation. Credits: 3.00

EEE 421: Numerical Analysis for Electrical Engineering

  • Solution of linear equation – Matrix inversion, Gauss Jordan method, Gauss elimination method, Gauss-Seidel method, Gauss-Jacobi method
  • Solution of nonlinear equation- bisection method, secant method, Newton Raphson method, false position method, fixed point method
  • Numerical Differentiation– Lagrange interpolation polynomial, Newton’s interpolation polynomial, Forward and backward divided difference table,  Striling formula, Bessel’s formula
  • Numerical Integration -Trapezoidal rule, Simpson’s 1/3 and 3/8 rule, Weddle’s rule.
  • Curve Fitting- Linear interpolation, Regression, fitting linear, transcendental equation
  • Ordinary Differential Equation –Picard’s method, Taylor Series Method, Euler’s method, Modified Eulers method,  Runga- kutta method.  Credits: 3.00

EEE 425: Biomedical Engineering

The human body; an overview, forms of mammalian cells, bioelectricity; Electro conduction system of the heart; Bio-electric amplifiers; carrier amplifiers; optically coupled amplifiers; current loading type isolation amplifiers; chopper amplifiers; differential chopper amplifiers, Electrocardiograph (ECG) waveform; ECG preamplifiers, defibrillator, blood pressure measurements and electronic manometry pressure transducers, pressure amplifiers, systolic, diastolic and mean director circuits, practical problems in pressure monitoring; Blood flow measurements; plethysmography, vector cardiography, cardioverter and pacemakers; Measurement of human brain parameters; cerebral angiography, cronical X-ray, brain scans; Tomography and ultra sonogram; Electroencephalography (EEG); electrode, frequency bands, EEG patterns and EEG preamplifiers, ICU/ CCU central monitoring system. Credits: 3.00

 06. REMEDIAL COURSES

EEE 204: Introduction to MATLAB

  • Important functions, commands, operators and different programming logic in MATLAB.
  • Solution of linear equation, nonlinear equation, ordinary differential equation, numerical integration, numerical differentiation using MATLAB.
  • Design and simulate different electrical and electronic circuits using Simulink. Credits: 0.00

07. PROGRAM CORE COURSES

EEE 101: Electrical Circuits I

  • DC Circuits: Fundamental electrical concepts and measuring units, D.C. voltage, current, resistance and power. Introduction to circuit theory and Ohm’s law, Kirchhoff’s current and voltage laws.
  • Simple resistive circuits: Series and parallel circuits, voltage and current division, Wye-Delta transformation. Various techniques for solving circuit problems: loop and node analysis.
  • Network theorems: Superposition theorem, Source transformation, Thevenin’s and Norton’s theorems with their applications in circuits having independent and dependent sources; maximum power transfer and reciprocity theorem.
  • Energy storage elements: Inductors and capacitors, series parallel combination of inductors and capacitors. Responses of RL, RC and RLC circuits to natural and step responses.
  • Magnetic Circuits: Magnetic quantities and variables: Flux, permeability and reluctance, magnetic field strength, magnetic potential, flux density, magnetization curve. Laws of magnetic circuits: Ohm’s law and Ampere’s circuital law.
  • Magnetic circuits: series, parallel and series-parallel circuits. Electrical safety. Credits: 3.00

EEE 102: Electrical Circuits I Laboratory

  • Basics about voltage, current relationships through experiment
  • Understanding the laws of electrical circuits such as KVl, KCL experimentally
  • Verification of analysis techniques like mesh and nodal analysis experimentally, Verification of different circuit theorems like superposition theorem, Thevenin theorem, Norton theorem, Maximum power transfer theorem etc. throush experiment
  • Examining the basics of inductive and capacitive circuits experimentally.  Credits: 1.50

EEE 103: Electrical Circuits II

  • Periodic functions: period and frequency.
  • Sinusoidal functions: Instantaneous and effective (RMS) values of current, voltage, power. Complex quantities, Phasor representation of sinusoidal quantities. Impedance, real and reactive power, average power and power factor.
  • Single phase ac circuit analysis: Series and parallel RL, RC and RLC circuits, nodal and mesh analysis, application of network theorems in ac circuits, circuits simultaneously excited by sinusoidal sources of several frequencies.
  • Resonance in ac circuits: Series and parallel resonance. Passive filters. Magnetically coupled circuits.
  • Analysis of three phase circuits: Three phase supply, balanced and unbalanced circuits, power calculation.  Credits: 3.00

EEE 104:  Electrical Circuits II Laboratory

  • Basics about alternating current laws of electrical circuits with respect to alternating current sources experimentally
  • Verifying the analysis techniques like mesh and nodal analysis for alternating current through experiments
  • Verifying different circuit theorems like superposition theorem, Thevenin theorem, Norton theorem, Maximum power transfer theorem etc. for alternating current experimentally
  • Examining the frequency response for capacitor and inductor related circuits and their series-parallel combination etc. experimentally.  Credits: 1.50

EEE 201: Electronic Circuits I

Ideal diode. p-n junction diode: operating principle, current-voltage characteristics, DC and AC models. Diode circuits: Half and full wave rectifiers, rectifier with capacitor filter, clipping and clamping circuits. Zener diode and Zener shunt regulator. Bipolar junction transistor (BJT): structure and physical operation, BJT characteristics, BJT as an amplifier, biasing BJT amplifiers, small signal equivalent circuit models, BJT as a switch. Single-stage mid-band frequency BJT amplifiers with different configurations: voltage and current gain, input and output resistances. Metal-oxide-semiconductor field-effect-transistor (MOSFET): structure and physical operation of enhancement type MOSFETs, current-voltage characteristics, threshold voltage and body effect, biasing MOSFET amplifiers, small signal operation and models, single-stage mid-band frequency MOSFET amplifiers with different configurations. Credits: 3.00

EEE 202: Electronic Circuits I Laboratory

In this course the students will perform experiments to verify practically the theories and concepts learned in EEE 201. Credits: 1.50

EEE 203:  Energy Conversion I

  • Ideal transformer–Construction, working principle, transformation ratio, no-load and load vector diagrams, Instrument transformers;
  • Actual transformer – construction, equivalent circuit, losses, efficiency, regulation, short circuit and open circuit tests, parallel operation;
  • Auto transformer-Construction, working principle and applications ;
  • Three phase transformer–Construction, working principle, losses, efficiency, regulation.
  • Single phase induction motor – Construction, principle of operation, equivalent circuit and applications.
  • Three phase induction motor- construction, Working Principle, equivalent circuit, vector diagram, torque-speed characteristics, motor torque and developed rotor power, efficiency, no-load test, blocked rotor test, starting and braking and speed control.  Credits: 3.00

EEE 206: Engineering Drawing

  • Free hand sketching, lettering and dimensioning; plane geometry, projections of solid objects-orthographic, auxiliary, sectional and isometric drawing.
  • Elevation and section of engineering structures; pattern of laying reinforcement in structural members; plumbing and electrification details will also be discussed in this course.
  • Introduction to Computer Aided Design (CAD).  Credits: 1.50

EEE 207: Electronic Circuits II

  • Operational amplifiers (Op-Amp): properties of ideal Op-Amp, inverting, non-inverting and differential amplifiers, integrator and differentiator, weighted summer and other Op-Amp circuits,
  • Effects of finite open-loop gain and bandwidth, large signal operation, DC imperfections.

  • Differential and multistage amplifiers: basic operation of differential amplifier, large signal analysis of BJT and MOS differential pairs, basic analysis of multistage amplifiers.
  • Frequency response: amplifier transfer functions, diode and transistor high-frequency small signal models, techniques of determining 3 dB frequencies of amplifier circuits, frequency responses of single-stage, multistage and differential amplifiers.
  • Negative feedback: properties, basic topologies, analysis of feedback amplifiers with different topologies, stability.  Credits: 3.00

EEE 208: Electronic Circuits II Laboratory

In this course the students will perform experiments to verify practically the theories and concepts learned in EEE 207. Credits: 1.50

EEE 209: Energy Conversion II

·DC generator: Operating principle, construction, classification, no-load voltage characteristics, build-up of a self-excited shunt generator, critical field resistance,

·Load-voltage characteristic, effect of speed on no-load and load characteristics and voltage regulation.

·DC motor: Operating principle, classification, torque, back emf, speed, torque-speed characteristics, starting and speed regulation.

·Synchronous Generator: excitation systems, equivalent circuit, vector diagrams at different loads, factors affecting voltage regulation, synchronous impedance, synchronous impedance method of predicting voltage regulation and its limitations.

·Parallel operation: necessary conditions, synchronizing, circulating current and vector diagram.

·Synchronous motor: Operation, effect of loading under different excitation condition, effect of changing excitation, V-curves. Special motors etc. Credits: 3.00

EEE 210: Energy Conversion II Laboratory

In this course the students will perform experiments to verify practically the theories and concepts learned in EEE 209. Credits: 1.50

EEE 211: Engineering Electromagnetics

·Review of Vector Analysis:  Vector calculus, Gradient, Divergence, Curl of vector field, Divergence theorem, Stokes’s theorem.

·Curvilinear co-ordinates: rectangular, cylindrical and spherical co-ordinates, solutions to static field problems; Graphical field mapping with applications, solution to Laplace’s equations.

·Electrostatics: Coulomb’s & Gauss’s theorem and its application, electrostatic potential, Lap lace’s and Poisson’s equations, method of images, energy of an electrostatic system, conductor and dielectrics.  Equation of continuity and Kirchhoff’s Current law.

·Magnetostatics: Ampere’s Law, Biot-Savart law, vector magnetic potential, energy of magneto static system, mechanical forces and torques in electric and magnetic fields,

·Maxwell’s equations: continuity of charges, concepts of displacement current. Boundary conditions for time-varying systems. Potentials used with varying charges and currents. Retarded potentials.

·Relation between circuit theory and field theory: Circuit concepts and the derivation from the field equations, High frequency circuit concepts, circuit radiation resistance. Skin effect and circuit impedance, Concept of good and perfect conductors and dielectrics, Current distribution in various types of conductors, depth of penetration, internal impedance, power loss, calculation of inductance and capacitance.

·Propagation and reflection of electromagnetic waves in unbounded media: Plane wave propagation, polarization, power flow and Poyinting’s theorem.

·Transmission line analogy (microwave): Transmission line parameters, transmission line equations, wave characteristics of finite transmission lines, plane wave propagation through the ionosphere.  Credits: 3.00

EEE 301: Continuous Signals and Linear Systems

·Continuous-time and discrete-time signals; commonly encountered signals; unit impulse and unit step functions; sampling and aliasing; continuous-time and discrete-time systems;

·Basic properties of linear time-invariant (LTI) systems; the convolution sum; the convolution integral; properties, difference and differential equations.

·Fourier series representation of periodic signals: continuous and discrete-time periodic signals; properties of continuous and discrete-time Fourier series; Fourier series and LTI systems.

·Continuous-time Fourier Transform: Properties, convolution and multiplication properties. Discrete-time Fourier transform: Properties, convolution and multiplication.

·Laplace Transform: Region of convergence; inverse Laplace transform: properties; analysis of LTI systems using the Laplace transform.  Credits: 3.00

EEE 303: Digital Electronics

·Switching Theory: Boolean algebra, De Morgan’s theorem, Truth table, Logic Circuit simplification, Logic gates, Combinational circuits, Circuits design using NAND or NOR gates only.

·Minimization of switching functions, Algebraic simplification using Karnaugh map, Quina Mc-cluskey method.

·Fundamental on Combinational Logic and Sequential Logic circuit: Arithmetic Circuits, The half adder and full adder, Parallel adders, IC parallel adders, the 2’S complement addition and subtraction, The BCD adder, Binary multiplier.

·Flip-flop & register: Latches, S-R, J-K, D, T flip-flops, masters slave FF. Flip-flops applications, Counters: Introduction, synchronous and asynchronous ripple up and down counters, frequency counter, digital clock.

·Encoder, Decoder (BCD to decimal, BCD-to-7-segment decoder/drivers), Multiplexer, Demultiplexer and their application.

·Basic in D/A and A/D Conversions, Successive approximation, Fash and tri-state ADC, Digital to analog conversion circuits, specification, applications, Data acquisition, digital voltmeter, Sample and hold circuits,

·Integrated circuits logic families, TTI series, TTL loading rules, TTL open collector outputs, TTL, The BCL families, Digital MOSFET circuits, Characteristics, CMOS circuits, CMOS trusted logic.  Credits: 3.00

EEE 304: Digital Electronics Laboratory

Boolean algebra, De Morgan’s theorem, Truth table, Logic Circuit simplification, Logic gates, Combinational circuits, Circuits design using NAND or NOR gates only. Fundamental on Combinational Logic and Sequential Logic circuit: Arithmetic Circuits. The BCD adder, Binary multiplier. Flip-flop & register Latches, S-R, J-K, D, T flip-flops, masters slave FF. Flip-flops applications. Counters, Introduction, synchronous and asynchronous ripple up and down counters, Frequency counter, digital clock. Encoder, Decoder (BCD to decimal, BCD-to-7-segment decoder/drivers), Multiplexer, Demultiplexer and their application.Credits: 1.50

EEE 305: Power System I

·Line representation: Equivalent circuit of short, medium and long transmission line.

· Network representation: Single line and reactance diagram of power system and per unitrepresentation, Network calculation.

·Load flow: Gauss-Seidel method.

·Power flow control: Tap changing transformer, phase shifting, booster and regulating transformer and shunt capacitor.

·Fault analysis: Short circuit current and reactance of a synchronous machine.

·Symmetrical fault calculation methods: symmetrical components, sequence networks.

·Unsymmetrical fault calculation methods: single line to ground fault, line to line fault and double line to ground fault.  Credits: 3.00

EEE 306: Power System Laboratory

In this course the students will perform experiments to verify practically the theories and concepts learned in EEE 305. Credits: 1.50

EEE 307: Telecommunication Engineering

·Overview of communication systems: Elements of communication systems, necessity of modulation, system limitations, message source, bandwidth requirements, transmission media types, bandwidth and transmission capacity.

·Noise: Source, characteristics of various types of noise and signal to noise ratio.

·Continuous Wave Modulation: AM modulation, double side band, single side band, vestigial side band, quadrature; spectral analysis of each type, envelope and synchronous detection; angle modulation, instantaneous frequency, frequency modulation (FM) and phase modulation (PM), spectral analysis, demodulation of FM and PM.

·Pulse modulation: Sampling- sampling theorem, Nyquist criterion, aliasing, instantaneous and natural sampling; pulse amplitude modulation- principle, bandwidth requirements;

·Pulse code modulation (PCM)- quantization principle, quantization noise, non-uniform quantization, signal to quantization error ratio, differential PCM, demodulation of PCM;

·Delta modulation (DM): principle, adaptive DM; line coding: formats and bandwidths.

·Digital modulation: Amplitude-shift keying- principle, ON-OFF keying, bandwidth requirements, detection, noise performance; phase-shift keying (PSK): principle, bandwidth requirements, detection, differential PSK, quadrature PSK, noise performance; frequency-shift keying (FSK): principle, continuous and discontinuous phase FSK, minimum-shift keying, bandwidth requirements, detection of FSK.

·Multiplexing: Time-division multiplexing (TDM): principle, receiver synchronization, frame synchronization, TDM of multiple bit rate systems; frequency-division multiplexing (FDM): principle, de-multiplexing; wavelength-division multiplexing, multiple-access network: time-division multiple-access (TDMA), frequency-division multiple access (FDMA); code-division multiple-access (CDMA): spread spectrum multiplexing, coding techniques and constraints of CDMA.

·Communication system design: design parameters, channel selection criteria and performance simulation.  Credits: 3.00

EEE 308: Telecommunication Engineering Laboratory

This course will mainly focus on analog communication system emphasizing on different analog modulation and demodulation techniques i.e. Amplitude Modulation: DSB-C, DSB-SC and SSB, Angle Modulation: Frequency Modulation and phase modulation. In addition, this course will also be discussed on  TDM, FDM, analog to digital converter(A/D), digital to analog converter(D/A), line code encoder and decoder, ASK, FSK, PSK, PCM, PWM,  delta modulation (DM), and adaptive delta modulation (ADM) and demodulation.

Credits: 1.50

EEE 309: Electronic Properties of Materials

·Introduction to solid: The concept of solids, Unit cell and Bravis lattice, Planes and directions, Diamond lattices, Miller Indices, Classification of Solids, Some simple crystal structure,

·Brag’s law, Experimental methods of x-ray diffraction, Diffraction of electrons and Neutrons by crystals, Reciprocal lattice concept.

·Introduction to Quantum Mechanics: Wave nature of electrons, Schrodinger’s equation, one-dimensional quantum problems – infinite quantum well, potential step and potential barrier; Heisenberg’s uncertainty principle and quantum box.

·Band Theory of Solids: qualitative description energy bands, effective mass, density-of-states. Carrier Statistics: Maxwell-Boltzmann and Fermi-Dirac distributions, Fermi energy.

·Modern Theory of solids: Determination of Fermi energy and average energy of electrons in metals, energy band diagrams of intrinsic and extrinsic semiconductors, electron and hole concentrations in semiconductors at equilibrium,

·Dielectric Properties of Materials: Dielectric constant, polarization – electronic, ionic and orientational; internal field, Clausius-Mosotti equation, spontaneous polarization, frequency dependence of dielectric constant, dielectric loss and piezoelectricity.

·Magnetic Properties of Materials: Magnetic moment, magnetization and relative permittivity, different types of magnetic materials, origin of ferromagnetism and magnetic domains.

·Superconductivity: Zero resistance and Meissner effect, Type I and Type II superconductors and critical current density. Credits: 3.00

EEE 313: Digital Signal Processing I

·Introduction to digital signal processing: Types of signals, difference between digital and analog signals, advantages of digital signal processing, concept of discrete-time frequency and sinusoids, digital to analog conversion, sampling theorem, basic discrete signals.

·Discrete-time systems: Types of systems, transformation of signals, block diagram representation of discrete-time systems.

· Solution of discrete-time systems: Convolution, difference equations, solution of difference equations, correlation

·Z-transformation: z-transformation, properties of z-transformation, transformation table, rational z-transformation, poles and zeros, solving systems using z-transformation, analyzing stability of LTI systems.

·Fourier series and transformation: Concept of Fourier series and transformation and their usage, properties of Fourier series and transformation, difference between Fourier series and transformation, analyzing signals using Fourier series and transformation.

·Analysis of discrete-time systems: Frequency domain characteristics of Linear time invariant systems, response of Linear time invariant systems to complex exponential and sinusoidal signals.

·Design of digital filters: Concept of digital filters, difference and advantage and disadvantages of digital filters over analog filters, FIR and IIR filters and their differences and applications, linear phase characteristics, design of FIR filters using window method and frequency sampling method, design of IIR filters using pole-zero placement method.  Credits: 3.00

EEE 314: Digital Signal Processing L Laboratory

·Signal generation and visualization

·Transformations (time shifting, folding, scaling, adding, multiplying) on signals.

·Convolution and correlation and their application.

·Z-transformation, analysis systems using z-transformation

·Fourier series and transformation, analysis of signals and systems using Fourier series and transformation

·Design of digital filters.  Credits: 1.50

EEE 319 Microprocessor and Interfacing

·Introduction to microprocessors. Intel 8086 microprocessor: Architecture,  addressing modes, instruction sets, assembly language programming, system design and interrupt.

·Interfacing: programmable peripheral interface, programmable timer, serialcommunication interface, programmable interrupt controller, direct memory access, keyboard and display interface. Introduction to micro-controllers.  Credits: 3.00

EEE 320: Microprocessor and Interfacing Laboratory

·Introduction to 8086 microprocessor Assembly Language. Introduction to assembly language programming and trainer boards for 8086 microprocessors.

·Higher level language structures in 8086 assembly language such as: conditional statements, for and while loops, 1D and 2D arrays, strings

·Arithmetic and logical instructions in 8086 assembly language such as: addition, subtraction, division, multiplication, shifting, rotation with and without carry. Manipulation of stack and flags register of the 8086 microprocessor. Credits: 1.50

EEE 401: Control System Design

Introduction to Automatic Control System, Basic Elements of Servo Mechanism. Linear System Models: Transfer function, block diagram and signal flow graph (SFG). State Variables: SFG to state variables, transfer function to state variable and state variable to transfer function. Feedback Control System: Closed loop systems, parameter sensitivity, transient characteristics of control systems, effect of third pole and zero on the system response and system types and steady state error. Routh stability criterion. Root locus method and frequency response method. Design of Feedback Control System: Controllability and observability, root locus, frequency response and state variable methods. Digital Control Systems: Introduction, sampled data systems, stability analysis in Z-domain. Electronic Control of Heating and Welding. Credits: 3.00

EEE 402: Control System Design Laboratory

·Mathematical Modeling of control systems

·Performance Analysis of First, Second and Higher Order Systems, Transient and Steady State Responses

·Linear system models: transfer function, block diagram algebra

·State Space: transfer function to state variable and state variable to transfer function representation.

·Stability Analysis, Generating Root Locus and Nyquist Plotting

·Controller Design for obtaining Desired performance for Closed Loop Systems

Credits: 1.50

EEE 448: Electrical Service Design

Regulations and Codes of Residential, Commercial & Industrial Building Service Design,

·Safety Precautions

·Load Calculation,

·Lighting Fixture calculation, Lighting Fixture layout, other Electrical Fixture Layout,

·Cable selection,

·Breaker selection,

·Conduit layout,

·Single Line Diagram,

·Lightning Protection Design

·Sub-station design, BOQ preparation etc.

·Electrical AutoCAD

Credits: 1.5

EEE 493: Measurement and Instrumentation

·Measuring Instruments: Classification, Absolute and secondary instruments, indicating instruments, control, balancing and damping, constructional details, characteristics, errors in measurement.

·Ammeters, voltmeters: (DC/AC) PMMC, MI, Electrodynamometer type

·Wattmeters: Electrodynamometer type, induction type, single phase and three phase wattmeter, compensation,

·Energymeters: AC. Induction type single phase and three phase energy meter, compensation, creep, error, testing,

·Instrument Transformers: Potential and current transformers, ratio and phase angle errors, phasor diagram, methods of minimizing errors; testing and applications.

·Galvanometers: General principle and performance equations of D’ Arsonval Galvanometers, Vibration Galvanometer and Ballistic Galvanometer.

·Potentiometers: DC Potentiometer, Crompton potentiometer, construction, standardization, application. AC Potentiometer, Drysdale polar potentiometer; standardization, application.

·DC/AC Bridges: General equations for bridge balance, measurement of self-inductance by Maxwell’s bridge (with variable inductance & variable capacitance), Hay’s bridge, Owen’s bridge, measurement of capacitance by Schearing bridge, errors, Wagner’s earthing device, Kelvin’s double bridge.

·Transducer: Strain Gauges, Thermistors, Thermocouples, Linear Variable Differential Transformer (LVDT), Capacitive Transducers, Piezo-Electric transducers, Optical Transducer, Torque meters, inductive torque transducers, electric tachometers, photo-electric tachometers, Hall Effect Transducer.

·Measurement of non-electrical quantities: Temperature, pressure, flow, level, strain, force and torque.

·Basic elements of DC and AC signal conditioning: Instrumentation amplifier, noise and source of noise, noise elimination compensation, function generation and linearization, A/D and D/A converters, sample and hold circuits.

·Data Transmission and Telemetry: Methods of data transmission, DC/AC telemetry system and digital data transmission. Recording and display devices. Data acquisition system and microprocessor applications in instrumentation. Credits: 3.00

EEE 400: Capstone Project

Students have to complete a Capstone Project which will be assigned by the department based on their previous academic records. 4/5 students may work in a group that might be approved by the department. Students have to prepare a project proposal in consultation with the supervisor that will be presented to the project committee. Finally students have to face the project pre-defense and project defense viva. The students have to start project in their 10th semester and must complete in the following three semesters. Credits: 4.50

08. ELECTIVE COURSES

I. Major in Telecommunication 

EEE 351: Random Signals and Process

Discrete Random Signals: Discrete time random process, Spectrum representation of infinite Energy signals, Response of linear systems to random signals. Probability and random variables. Distribution and density functions and conditional probability. Expectation: moments and characteristic functions. Transformation of a random variable. Vector random variables. Joint distribution and density. Independence. Sums of random variables. Random Processes. Correlation functions. Process measurements. Gaussian and Poisson random processes. Introduction to discrete time processes, Mean-square error estimation, Detection and linear filtering. Noise models. Stationarity and Ergodicity. Spectral Estimation. Correlation and power spectrum. Cross spectral densities. Response of linear systems to random inputs.  Credits: 3.00

EEE 355: Optical Fiber Communication

·Introduction of fiber optics, light propagation through optical fiber, optical fiber waveguides: Step-index fiber, Graded I ndex fibers and single mode fibers

·Optical fiber cables and connection: Fiber splices, connectors and couplers

·Light sources: Light emitting diodes and laser diodes.

·Detector: PIN photo-detector and avalanche photo-detectors.

·Receiver analysis: Direct detection and coherent detection, noise and limitations.

·Transmission characteristics of optical fibers: Attenuation, material absorption and scattering losses and dispersion.

·Optical fiber systems: optical receiver, optical transmission and power budget estimation.  Credits: 3.00

EEE 363: Microwave Engineering

·Basic microwave technology, transmission lines, voltage standing wave ratio, voltage reflection coefficient

·Infinite transmission line and sending end impedances under different conditions

·Microwave resonators – series and parallel

·Microwave waveguides – parallel, circular and rectangular, impedance matching

·Microwave tubes RF filters, RF amplifiers, and passive RF and microwave devices (mixers, diplexers, etc.)

·An introduction to antenna design, Friis transmission, antenna field zones

·RF/microwave communications link design, Smith chart etc. Credits: 3.00

EEE 364: Microwave Engineering Laboratory

·Introduction to Microwave Cables, Connectors, Waveguides, Components and Passive Devices.

·Determining Microwave power, Reflection Coefficient, Insertion Loss using Thermistor Mount, Variable Flap Attenuator, Solid State Gunn Oscillator and Fixed Attenuator etc.

·Determining Guide Wavelength, Wave Impedance and Frequency, Microwave Frequency and Wavelength using a Slotted Waveguide, Cavity Wave Meter and Gunn Oscillator etc.

·Introduction to 4NEC2 software, design and simulation of different antenna types (e.g. loaded dipole antenna, half wave-monopole antenna) over different ground conditions (e.g. free space, realistic ground etc.)

·Analyzing and determining multipath characteristics of waves and attenuation using WATTS 2000. Credits: 1.50

EEE 453: Mobile Cellular Communication

Introduction: History of Cellular Systems, Necessity of cellular mobile, A basic cellular system, Cellular system infrastructure. Analog and digital cellular systems. Cellular Radio System: Cell area, Signal strength and cell parameters, Cell capacity, Frequency reuse, co-channel interference, cell splitting and components. Mobile radio propagation: Propagation characteristics, models for radio propagation, antenna at cell site and mobile antenna. Frequency Management and Channel Assignment: Fundamentals, spectrum utilization, fundamentals of channel assignment, fixed channel assignment, non-fixed channel assignment, traffic and channel assignment. Handoffs and Dropped Calls: Reasons and types, forced handoffs, mobile assisted handoffs and dropped call rate. Diversity Techniques: Concept of diversity branch and signal paths, carrier to noise and carrier to interference ratio performance. Digital cellular systems: Global system for mobile, time division multiple access and code division multiple access. Switching and Traffic: General description, cellular Analog switching equipment, Cellular digital switching equipment, Special features for handling traffic, MTSO interconnection, small switching systems, System enhancement. Credits: 3.00

EEE 457: Digital Signal Processing II

Spectral estimation: Nonparametric methods : discrete random processes, autocorrelation sequence, periodogram; parametric method : autoregressive modeling, forward/backward linear prediction, Levinson-Durbin algorithm, minimum variance method and Eigen-structure method I and II. Adaptive signal processing: Application, equalization, interference suppression, noise cancellation, FIR filters, minimum mean-square error criterion, least mean-square algorithm and recursive least square algorithm. Multirate DSP: Interpolation and decimation, poly-phase representation and multistage implementation. Perfect reconstruction filter banks: Power symmetric, alias-free multi-channel and tree structured filter banks. Wavelets: Short time Fourier transform, wavelet transform, discrete time orthogonal wavelets and continuous time wavelet basis. Credits: 3.00

EEE 461: Digital Communication

Introduction: Communication channels, mathematical model and characteristics. Probability and stochastic processes. Source coding: Mathematical models of information, entropy, Huffman code and linear predictive coding. Digital transmission system: Base band digital transmission, inter-symbol interference, bandwidth, power efficiency, modulation and coding trade-off. Receiver for AWGN channels: Correlation demodulator, matched filter demodulator and maximum likelihood receiver. Channel capacity and coding: Channel models and capacities and random selection of codes. Block codes and conventional codes: Linear block codes, convolution codes and coded modulation. Spread spectrum signals and system. Credits: 3.00

EEE 462: Digital Communication Laboratory

In this course the students will perform experiments to verify practically the theories and concepts learned in EEE 461. Credits: 1.50

EEE 465: Information and Coding

Definition and measure of information, information capacity. Fundamentals of error control coding.  Source coding: Uniquely decodable codes,  Instantaneous code.  Optimal codes: Binary Huffman Codes.  Error-correcting Codes:  Minimum distance, Hamming’s Sphere-packing bound, Hadamard matrices and codes.  Forward error correction (FEC) and automatic repeat request, construction of binary compact codes, algebra of linear block codes, error correction and detection using block codes, transmission line codes.

Credits: 3.00

II. MAJOR IN POWER ENGINEERING

EEE 371: Power System II

·Overhead Transmission lines: Insulation and potential distribution, String efficiency, Corona effect, line sag calculation. Math.

·Underground Power Cable: construction, dielectric calculation, cable tasting, cable design, math

·Stability: swing equation, power angle equation, equal area criterion, multi-machine system, step by step solution of swing equation. Factors affecting stability. Reactive power compensation.

·Voltage control techniques and working principle, math

·Power factor improvement techniques and working principle, math

·Flexible AC transmission system (FACTS), High voltage DC transmission system, factor improvement.

·Power quality: harmonics, sag and swell.  Credits: 3.00

EEE 373: Energy Conversion III

Special machines: series universal motor, permanent magnet DC motor, unipolar and bipolar brush less DC motors, stepper motor and control circuits. Reluctance and hysteresis motors with drive circuits, switched reluctance motor, electro static motor, repulsion motor, synchros and control transformers. Permanent magnet synchronous motors. Acyclic machines: Generators, conduction pump and induction pump. Magneto hydrodynamic generators. Fuel Cells, thermoelectric generators, flywheels. Vector control, linear motors and traction. Photovoltaic systems: stand alone and grid interfaced. Wind turbine generators: induction generator, AC-DC-AC conversion. Credits: 3.00

EEE 377: Power Electronics

·Power semiconductor switches and triggering devices: BJT, MOSFET, SCR, IGBT,

     GTO, TRIAC, UJT, and DIAC.

·Rectifiers: Uncontrolled and controlled single phase and three phase.

·Regulated power supplies: Linear-series and shunt, switching buck, buck-boost,

  boost and Cuk regulators.

·AC voltage controllers: single and three phase. Choppers. DC motor control.

·Single phase cycloconverter.

·Inverters: Single phase and three phase voltage and a current source.

·AC motor control. Stepper motor control. Resonance inverters. Pulse width

  modulation control of static converters.  Credits: 3.00

EEE 378: Power Electronics Laboratory

·Power semiconductor switches and triggering devices: BJT, MOSFET, SCR, IGBT, GTO, TRIAC, UJT, DIAC and Solid State Relay (SSR).

· Rectifiers: Uncontrolled and controlled single phase and three phase.

·Regulated power supplies: Linear-series and shunt, switching buck, buck-boost, boost and Cuk regulators.

·AC voltage controllers: single and three phase. Choppers. DC motor control. Single phase cycloconverter.

· Inverters: Single phase and three phase voltage and a current source. AC motor control.

·Stepper motor control. Resonance inverters. Pulse width modulation control of static

  Converters.  Credits: 1.50

EEE 475: Power Plant Engineering

·Power plants: general layout and working principles, steam turbine, gas turbine, combined cycle gas turbine, hydro and nuclear.

·Power plant instrumentation.

·Selection of location: Technical, economic and environmental factors. Load forecasting. Generation scheduling: deterministic and probabilistic.

·Economy and cost analysis of power generation,

·Electricity tariff: formulation and classification. Credits: 3.00

EEE 479: Power System Reliability

·Review of probability concepts. Probability distribution: Binomial, Poisson, and Normal.

·Reliability concepts: Failure rate, outage, mean time to failure, series and parallel systems and redundancy. Markov process. Probabilistic generation and load models.

·Reliability indices: Loss of load probability and loss of energy probability. Frequency and duration. Reliability evaluation techniques of single area system. Credits: 3.00

EEE 481: Power System Protection

·Purpose of power system protection.

·Criteria for detecting faults: over current, differential current, difference of phase angles, over and under voltages, power direction.

·Instrument transformers: CT and PT.

·Electromechanical, electronic and digital relays: basic modules, over current, differential, distance, directional and trip circuits.

·Unit protection schemes: Generator, transformer, motor, bus bar, transmission and distribution lines.

·Miniature circuit breakers and fuses.

·Circuit breakers: Principle of arc extinction, selection criteria and ratings of circuit breakers, types – air, oil, SF6 and vacuum. Credits: 3.00

EEE 482: Power System Protection Laboratory

In this course the students will perform experiments to verify practically the theories and concepts learned in EEE 481. Credits: 1.50

EEE 483: High Voltage Engineering

·High voltage DC: Rectifier circuits, voltage multipliers, Van-de-Graaf and electrostatic generators.

·High voltage AC: Cascaded transformers and Tesla coils.

·Impulse voltage: Shapes, mathematical analysis, codes and standards, single and multi-stage impulse generators, tripping and control of impulse generators. Breakdown in gas, liquid and solid dielectric materials. Corona.

·High voltage measurements and testing.

·Over-voltage phenomenon and insulation coordination. Lightning and switching surges, basic insulation level, surge diverters and arresters. Credits: 3.00

EEE 484: High Voltage Engineering Laboratory

In this course the students will perform experiments to verify practically the theories and concepts learned in EEE 483 Credits: 1.50

EEE 485: Renewable and Sustainable Energy

·RE Introduction: RE sources and Introduction to R.E, Solar Irradiation and major related terms,

·Solar PV: Characteristics, Eq. circuits, Types of Solar cells, Characteristic curves,  series parallel combination of solar cells, VOC, ISC, fill factor etc. MPPT tracking,

·Introduction to Inverter: Inverter types, operation, efficiency, Design of SHS (PV & Inverter sizing),

·Grid Tied Large scale Solar PV design & financial analysis through popular Softwares,

·Solar Thermal: Concentrators, Solar Tower, Parabolic dish etc. Wind Turbine: Types, Power limitations, BETZ law, control mechanism, Bio gas and different types of bio gas plant, Design of bio gas plant,

·Introduction to wave & tidal energy,

·Introduction to carbon foot print: Kyoto protocol, carbon offsetting & certification, steps to reduce carbon foot print.

EEE 486: Renewable and Sustainable Energy Laboratory

In this course, the students will perform experiments to verify practically the theories and concepts learned in EEE 485. Credits: 1.50

III. MAJOR IN ELECTRONICS

EEE 329: VLSI Circuit I

·Crystal Growth: Electronic Grade Si, Czochralski method; Si shaping, Processing consideration. Fundamentals on Epitaxy, Deposition, Etching and Metallizations.

·VLSI Technology: Top down design approach, technology trends and design styles.

·Review of MOS transistor theory: Threshold voltage, body effect, I-V equations and characteristics, latch-up problems, NMOS inverter, CMOS inverter, pass-transistor and transmission gates.

·CMOS circuit characteristics and performance estimation: Resistance, capacitance, rise and fall times, delay, gate transistor sizing and power consumption.

·CMOS circuit and logic design: Layout design rules and physical design of simple logic gates.

·CMOS subsystem design: Adders, multiplier and memory system, arithmetic logic unit. Programmable logic arrays. I/O systems. VLSI testing. Credits: 3.00

EEE 330: VLSI Circuit I Laboratory

·VLSI Technology: Top down design approach, technology trends and design styles.

·Review of MOS transistor theory: Threshold voltage, body effect, I-V equations and characteristics, latch-up problems, NMOS inverter, CMOS inverter, pass-transistor and transmission gates.

·CMOS circuit characteristics and performance estimation: Resistance, capacitance, rise and fall times, delay, gate transistor sizing and power consumption.

·CMOS circuit and logic design: Layout design rules and physical design of simple logic gates. C

·MOS subsystem design: Adders, multiplier and memory system, arithmetic logic unit. Programmable logic arrays. I/O systems. VLSI testing. Credits: 1.50

EEE 331: Analog Integrated Circuits

·Differential Amplifier: Introduction, large and small signal analysis, common mode analysis and differential amplifier with active load.

·Band-gap references: Supply voltage independent biasing, temperature independent biasing, proportional to absolute temperature current generation and constant trans-conductance biasing. FET amplifiers: Passive and active loads and frequency limitation.

·Current mirror: Basic, cascade and active current mirror. Switch capacitor circuits: Sampling switches, switched capacitor circuits including unity gain buffer, amplifier and integrator.

·Phase Locked Loop (PLL): Introduction, basic PLL and charge pumped PLL. Major building blocks, Lock and capture range, Application of PLL: FM Demodulation, FSK Demodulation, AM detector, Frequency synthesizer.

·Noise: Introduction to noise, types, representation in circuits, noise in single stage and differential amplifiers and bandwidth. Credits: 3.00

EEE 337: Digital Integrated Circuit Design

·Technological trends and design flow for digital design, design styles: Modeling of digital design using Hardware Description Language(HDL):

·Verilog and VHDL: types,  syntax, primitives, operators, control construct, timing controls. Modeling Combinational logic circuits using HDL.

· Designing sequential Logic circuits: Static Sequential Circuits, dynamic Sequential circuits, modeling sequential circuits using HDL. Designing

·Arithmetic building blocks: Adder, Multiplier, Shifter. Timing Issues in digital circuits.

·Design methodologies : Design analysis and simulation,

·Design verification, Implementation approach, design synthesis, validation and testing of manufactured circuits. Credits: 3.00

EEE 433: Semiconductor Devices

·Review of Vector Analysis:  Vector calculus, Gradient, Divergence, Curl of vector field, Divergence theorem, Stokes’s theorem.

·Curvilinear co-ordinates: rectangular, cylindrical and spherical co-ordinates, solutions to static field problems; Graphical field mapping with applications, solution to Laplace’s equations.

·Electrostatics: Coulomb’s & Gauss’s theorem and its application, electrostatic potential, Lap lace’s and Poisson’s equations, method of images, energy of an electrostatic system, conductor and dielectrics.  Equation of continuity and Kirchhoff’s Current law.

·Magnetostatics: Ampere’s Law, Biot-Savart law, vector magnetic potential, energy of magneto static system, mechanical forces and torques in electric and magnetic fields,

·Maxwell’s equations: continuity of charges, concepts of displacement current. Boundary conditions for time-varying systems. Potentials used with varying charges and currents. Retarded potentials.

·Relation between circuit theory and field theory: Circuit concepts and the derivation from the field equations, High frequency circuit concepts, circuit radiation resistance. Skin effect and circuit impedance, Concept of good and perfect conductors and dielectrics, Current distribution in various types of conductors, depth of penetration, internal impedance, power loss, calculation of inductance and capacitance.

·Propagation and reflection of electromagnetic waves in unbounded media: Plane wave propagation, polarization, power flow and Poyinting’s theorem.

·Transmission line analogy (microwave): Transmission line parameters, transmission line equations, wave characteristics of finite transmission lines, plane wave propagation through the ionosphere.   Credits: 3.00

EEE 435: Optoelectronics

·Historical development of Communication Systems: General and Optical, Advantages.

·Optical properties in semiconductor: Direct and indirect band-gap materials, radiative and non-radiative recombination, optical absorption, photo-generated excess carriers, minority carrier life time, luminescence and quantum efficiency in radiation. Properties of light: Particle and wave nature of light, polarization, interference, diffraction and blackbody radiation.

·Light emitting diode (LED): Principles, materials for visible and infrared LED, internal and external efficiency, loss mechanism, structure and coupling to optical fibers.

·Stimulated emission and light amplification: Spontaneous and stimulated emission, Einstein relations, population inversion, absorption of radiation, optical feedback and threshold conditions.

·Semiconductor Lasers: Population inversion in degenerate semiconductors, laser cavity, operating wavelength, threshold current density, power output, hetero-junction lasers, optical and electrical confinement.

·Introduction to quantum well lasers. Semiconductor Photodiode, PIN photodiode, Avalanche photodiode and phototransistors. Photoconductive Detectors PN and PIN photodiode Receiver. Avalanche photodiode (APD) receiver. Thermistor, Photo FET, LASCR, Alphanumeric display, LED matrix display, LCD, 7-segment display.

·Solar cells: Solar energy and spectrum, silicon and Schottkey solar cells. Modulation of light: Phase and amplitude modulation, electro-optic effect, acousto-optic effect and magneto-optic devices.

·Optical Amplification and Integrated Optics: Optical Amplifiers, Semiconductor Laser Amplifiers, Integrated Optical Devices, and Optoelectronic Integration. Credits: 3.00

EEE 445: VLSI Circuits II

·Review of Basic VLIS Design : CMOS technology and process flow, Layout Design Rules, MOSIS scalable CMOS design rules, CMOS process Enhancements.

·Technology related CAD issues: Design rule checking,

·Manufacturing Issues: Antenna rules, Layer density rules, Circuit and parasitic extraction and annotation to the circuit.  Design Margin, design corners.

·Sequential circuit design: Sequencing Static Circuits, Circuit Design of Latches and flip-flops. Design of Finite State Machines using CAD tools: HDL  codes for Moore Type and Melay type FSMs.

·Data Path  Subsystem : Adder, Multiplier and Shifter design.

·Timing Issues in Digital Circuits : Clock skew and sequential circuit performance,  Clock Generation and Synchronization.

·Designing Memory and Array structure: Read-Only Memories, Non-volatile read write Memory, Random Access Memories, Memory Peripheral circuitry. Application specific integrated circuit design. Credits: 3.00

 

EEE 446: VLSI Circuit II Laboratory

In this course students will design circuits and VLSI system using CAD tools with concepts learned in EEE 443. Credits: 1.50

IV. MAJOR IN COMPUTER ENGINEERING

CSE 309: Discrete Mathematics

Set theory, Mathematical induction. Relations, Pictorial representations of relations, Graphs, Graph theory, Graphs and multigraphs, Matrices and graphs, Poets and lattices, partially ordered sets, supremum and infimum, Lattices.Proposition Calculus, Statements and compound statements conjunction, Disjunction, Negation, Truth tables, Tautologies and contradistinctions conditional and biconditional statements. Boolean Algebra, Basic definitions, Duality, Boolean algebra as lattices. Credits: 3.00

 

CSE 441: Computer Architecture

Study of architectural concepts in computer systems, Computer arithmetic and arithmetic logic unit design, Memories, memory hierarchies and dynamic address translation, CPU characteristics, performance factors, Control unit design, hardware and micro-program, micro-programming. Interrupt mechanism, DMA, Pipelining. Credits: 3.00

CSE 413: Mathematical Analysis for Computer Science

Recurrent problems; manipulation of sums; number theory; Special numbers; generating functions. Random Variables; Stochastic process; Markov Chains (discrete parameter, continuous parameter, birth-death process); Queuing models (birth-death model, Markovian model), open and closed queuing network; Application of queuing models. Credits: 3.00

CSE 415: Digital Computer Design

Review of MSI logic design, Registers, Counters and memory units, Register transfer logic, Micro-operations, Processor logic design, Control logic design, Micro-programmed control, Pipeline and vector processing, Computer arithmetic, Microcomputer system design, Case study. Credits: 3.00

CSE 417: Object Oriented Programming Language

Concepts of object oriented programming, Object oriented programming with C++/Java language including different concept related to object oriented programming. The course teacher will assign a real life unique project to the individual student and students have to complete the project. Credits: 3.00

CSE 418: Object Oriented Programming Language Lab

Sessional works based on CSE 417. Credits: 1.50

CSE 419: Computer Networks

Computer Network architecture, Protocol layers, Transmission media, Encoding system, error detection, Multiplexing, Switching data link, Multiple access channel protocols. Network security, Cryptography, DES, IDEA, public key algorithm, Privacy, Authentication, Digital signature, Applications including network management, Electronic mail, Virtual terminals, URL, HTTP, multimedia, Distributed operating system. Credits: 3.00

CSE 420: Computer Networks Laboratory

In this course, the students will perform experiments to verify theories and concepts learned in CSE 419. Credits: 1.50

CSE 421: Microprocessor Based System Design

Introduction to different types of microprocessors (8 bits, 16 bits etc.) Instruction sets. Hardware organization. Microprocessor interfacing. Introduction to available microprocessor peripheral IC’s. Microprocessor applications. Design of digital computer subsystems, flow of information and logical flow diagram in timing and control signals. System organization. Hardware structures. Design of the control unit of a digital computer. Introduction to microprogramming. Multiprogramming, time-sharing and real time computer systems. Data and instructions. Data systems, addressing of operative memory. Machine instructions. Channel programs. Assembler program. Program execution. Interrupt systems. I/O systems. Interconnection of computers. Operating systems. Control program. File handler. Program structure. Virtual memory. Credits: 3.00

CSE 422: Microprocessor Based System Design Lab

Sessional works based on CSE 421.Credits: 1.50

Recreation Tour of the Students