Practical Grammar: Phonetic Symbols; Vocabulary; Article; Adjectives; Verbs; Number, Parts of Speech; Voice; Tense; Sentences; Clause; Prepositions; Punctuation; Letters and Messages, Basic English Conversations and Pronunciation; listening.
English as a Language, Aspects of Paragraphing, Forms of Discourse (Exposition, Narration, Description, Persuasion), grammar, tenses, gerund, question forms, expressing quantity, research paper - steps, format and documentation.
This course is designed to help the students in learning the techniques and acquiring the skills needed to communicate effectively in the business world. The course deals with the basic English in the practice to communication in different business situation. Various techniques of communication such as business letters, reports, project proposal and other media form an integral part of the course.
Mechanics:
Kinematics
Thermodynamics:
Laboratory works based on PHY 1101
Electrostatics:
Laboratory works based on PHY1203
General Properties of Matter Elasticity, elastic constants, relation between elastic constants, surface tension, molecular theory of surface tension, capillarity, viscosity, Newton's law of viscosity, Poiseuille's formula, Stoke's formula, Hydrodynamics - equation of continuity, Bernoulli's theorem, venturimiter, Pitot tubes.
Properties of Engineering Materials An introductory course in the science of engineering materials, The engineering properties (mechanical, thermal and electrical) of metals, polymers and ceramics, correlated with: (i) their internal structures (atomic, molecular, crystalline, micro-and macro-) and (ii) service conditions (mechanical, thermal, chemical, electrical, magnetic and radiative).
Modern Physics Special theory of relativity- Mass-energy relation, Quantum theory of radiation- Planck's law, de-Broglie waves, Schrodinger equation and its application. Heisenberg's Uncertainty relation, Atomic structure, Radioactivity Half-life, Nuclear fission and fusion.
Special theory of relativity: Newtonian relativity, Einstein's postulates, The Lorentz transformation, time dilation, length contraction, the relativistic Doppler effect, twin paradox, the velocity transformation, relativistic momentum, relativistic energy, invariant mass, mass-energy equivalence.
Wave-Particle duality: The particle nature of light, blackbody radiation, Planck's quantum theory of light, the photoelectric effect and Compton scattering, wave properties of particles, De Broglie's hypothesis and matter waves, Heisenberg's uncertainty principle and wave packets, the probability amplitude.
Quantum Mechanics: Introduction, particle in a box, the time-independent Schrödinger equation and its applications, finite potential well, tunnel effect, harmonic oscillator, time-dependent Schrödinger equation.
Atomic Physics: The Rutherford-Bohr model of the atom, energy levels and spectra, atomic excitation, the Laser, Quantum theory of the hydrogen atom, the Zeeman effect, electron spin, many electron atoms and the exclusion principle.
Nuclear Physics: Introduction, nuclear constituents, nuclear binding and nuclear structure, nuclear stability and radioactivity, decay rates and half-lives, nuclear fission and fusion.
Molecules and Condensed matter: Types of molecular bonds, structure of solids, crystal lattices, Bravais lattices and crystal systems, Miller indices, energy bands, free-electron model of metals, Fermi energy and the significance of the concept of the Fermi surface, semiconductors, carrier concentration in intrinsic semiconductors, semiconductor statistics, electrical conductivity in semiconductors, superconductivity. Semiconductor devices: The p-n junction, motions of the majority and minority carriers, the depletion zone at the junction, the junction rectifier, the junction transistor, the light-emitting diode(LED), the photo-diode, the semiconductor LASER and other devices.
Dielectric and optical properties of solids: Review of basic formulas, the dielectric constant & polarizability and the concept of local field, sources of polarizability, dipolar polarizability, dipolar dispersion, dipolar polarization in solids, ionic polarizability, electronic polarizability, Piezoelectricity, Ferroelectricity.
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 mono component system. Properties of dilute solutions. Thermo chemistry, chemical kinetics, chemical equilibrium, Ionizations of water. and pH concept. Electrical properties of solutions.
Differential Calculus: Limit, continuity and differentiability, successive differentiation of various types of functions, Leibnitz's rule, Taylor's theorem in finite and infinite forms. Maclaurin's theorem in finite and infinite forms. Lagrange's form of remainders. Expansion of functions. Evaluation of limit of indeterminate forms by L' Hospital's rule. Partial differentiation, Euler's theorem. Equations of Tangent and normal. Determination of maximum and minimum values of functions and points of inflexion. Applications, curvature, radius of curvature and center of curvature.
Co-ordinate Geometry : Change of axes, transformation of co-ordinates and simplification of equations of curves.
Pair of straight lines, conditions under which general equations of the second degree may represent a pair of straight lines. Homogeneous equations of second degree. Angle between the pair of lines. Pair of lines joining the origin to the point of intersection of two curves. Standard equations of circle, parabola, ellipse and hyperbola with explanations. Conic together with its Cartesian and po1ar equations. Discussions of the general equation of second degree in x and y for for representing a conic.
Representation of a point in a space. Rectangular Cartesian co-ordinates. Distance and Division formulae. Direction cosines and direction ratios of a line. Angle between two lines. Projection of a segment.Projection of the joint of two points on a line. The equation of a plane, its normal form and intercept form. Angle between two planes. The equation of a line in symmetrical form. Equations of sphere, paraboloid and ellipsoid.
Complex Variable: Complex number system. General functions of a complex variable. Limits and continuity of a functions of a complex variable and related theorems. Complex differentiation and the Cauchy-Riemann equations. Mapping by elementary functions. Line integral of a complex function. Cauchy's integral theorem, Cauchy's integral formula, Liouville's theorem. Taylor's and Laurent's theorems. Singular points. Residue, Cauchy's residue theorem Evaluating of residues,contour integration, conformal mapping.
Laplace Transform : Definition, Laplace transformation of some elementary functions. Sufficient conditions for existence of Laplace transforms. Inverse Laplace transforms of derivatives. The unit step function. Periodic Function's. Some special theorems on Laplace transforms. Partial fraction. Solutions of differential equations by Laplace transforms. Evaluation of improper integrals.
Difference Equations: The z-transforms; Application of the z-transforms to the solution of linear difference equations.
Probability theory, discrete and continuous probability distributions, sampling theory and estimation, test of hypothesis, regression and correlation analysis, analysis of variance, decision making using probabilities, decision trees, application of game theory.
Introduction, Solution of algebraic and transcendental equations: Method of iteration, False position method, Newton-Rhapson method, Solution of simultaneous linear equations: Cramer's rule, Iteration method, Gauss-Jordan Elimination method, Choleski's process, Interpolation: Diagonal and horizontal differences, Differences of a polynomial, Newton's formula for forward and backward interpolation, Spline interpolation, Integration: General quadrature formula, Trapezoidal rule, Simpson's rule, Weddle's rule, Solution of ordinary differential equations: Euler's method, Picard's method, Milne's method, Taylor's series method, Runge-Kutta method. Least squares approximation of functions: Linear and polynomial regression, Fitting exponential and trigonometric functions.
Matrices: Definition of matrix. Different types of matrices. Algebra of matrices. Adjoint and inverse of a matrix. Rank and elementary transformations of matrices. Normal and canonical forms. Solution of linear equations. Matrix polynomials. Eigen values and eigenvectors.
Vectors: Scalars and vectors; equality of vectors. Addition .and subtraction of vectors. Multiplication of vectors by scalars. Scalar and vector product of two vectors and their geometrical interpretation .Triple products and multiple products. Linear dependence and independence of vectors. Differentiation and integration of vectors together with elementary applications. Definition of line, surface and volume integrals, Gradient, divergence and curl of point functions. Various formulae, Gauss's theorem, Stoke's theorem, Green's theorem.
Fourier Analysis : Real and complex forms. Finite Fourier transform. Fourier integral. Fourier transforms and their uses in solving boundary value problems.
Introduction to Basic concepts; Nature of computers and its evolution; Generation of computers and their applications and limitations; Computers hardware and software components; Data recording media; Computer system software; Number system; Data representation; Conversion of fractions; Binary arithmetic operations; Octal number system; Hexadecimal system; Algorithms and Flowcharting; Drawing Flowcharts; Loops and counters; Loops and trailer values; Loops and Accumulator; Switches; Number searching; Applications.
Introduction to digital computers. Programming algorithms and flow chart construction, Information representation in digital computers; Writing, debugging and running programs (including file handling) on various digital computers using C. Introduction to C- language.
Internal data representation; Abstract data types, Elementary data structures: arrays, lists, stacks, queues, trees. Graphs; Advanced Data Structures; heaps, Fibonacci heaps, B-trees; Recursion, sorting, searching, hashing, storage management.
Set theory; Relations; Functions; Graph theory; Propositional calculus and predicate calculus. Mathematical reasoning, induction, contradiction and recursion, counting. Principles of inclusion & exclusion, Generating function, recurrence relations, Algebraic structures: rings and groups.
Techniques for analysis of algorithms, Methods for the design of efficient algorithms: divide and conquer, greedy method, dynamic programming, back tracking, branch and bound; Basic search and traversal techniques.
Hardware architecture and software architecture, Instruction types and their formats; Assemble program format, Assembly process, Interrupts and system services, Addressing methods, High level control structure formation. Use of subroutines and macros, Numeric processing and string processing; Concurrent processes and high level linking; Disk geometry, file system and file I/O handling.
Philosophy of Object Oriented Programming (OOP): Advantages of OOP over Structured programming: Encapsulation. Classes and objects access specifiers. Static and non-static members, Constructors, Destructors and copy constructors, Array of objects, object pointers and object references, Inheritances, Single and multiple inheritance, polymorphism, overloading, abstract classes, virtual functions and overriding, Exception: Object Oriented I/O: Template functions and classes: Multi-threaded Programming.
This course is an introduction to data base management systems. Topics include: Basic concepts; 3-Level Architecture; The relational model: relational algebra and calculus; SQL; Database design with Normalization Theory; Introduction to query optimization: Introduction to distributed systems.
Definitions and Terminology; History; Goals; Environment; Kernel and Service; Interrupt Processing; Processor Management; Functions; Life Cycle; Modules; Process synchronization; Deadlocks; Memory Devices; Functions; Scheduling Policies; Device Characteristics and Device Blocks; Information Management; Functions; File Organization; File systems; Backup and Recovery; Interdependencies of the 4 Management.
Recurrent problems, Sum, Integer Functions,, Number Theory, Binomial Coefficients, Special Numbers, Generations Functions, Discrete Probability, Asymptotic, Random Numbers, Polynomial Arithmetic.
Advanced data modeling, deductive databases, object oriented databases, Distributed and Multi-database systems; Deductive Database: Logic as a data model. Query optimization; Emphasizing the top-down and bottom-up evaluation of declarative rules. Object oriented database: Object oriented data modeling, Database and language integration, Object Algebra; Extensibility, Transactions; Object Managers, Versioning or Configuration; Active data; Non-standard applications; Research Seminar. Distributed and Multi-database System; Fragmentation design, Query Optimization; Distributed joins; Concurrency Control; Distributed deadlock detection. Emerging database technologies. Some applications using SQL.
Introduction; Fundamental view of Processor Management; Job Scheduling; Process Scheduling; Process Synchronization and Parallel Computation View; Fundamental view of information management; Techniques; Control unit and channels; I/O Controller; Scheduler and device handler; Spooling system and virtual storage; Functional view of information management; Basic file system; Access control verification, Logical file system; Allocation Strategy Module; Performance Measurement; Monitoring and Evaluation; Design principles; Tools of designing; Module interface approach and evaluation of existing operating systems.
Language theory; Finite automata; deterministic finite automata; Non-deterministic finite automata. Context free language and conversion of deterministic and non-deterministic finite automata, push down automata. Context free languages; Context free grammars; Turing machines, Basic machines, configuration, computing with Turing machines; combining Turing machines.
Concepts of software engineering. Software engineering paradigms; Different phases of software; Synthesis vs. iterative design; Top-down and bottom-up design; Different design tools; Structured and non-structured programming; Data-directed design techniques; Modular design; Design of automatic, redundant and defensive programs; Influences of languages in design process; Concepts of complexity measures; COCOMO Model; Tree model; PNR curve; Statistical model; Zipf's law and their application in Computer languages; Halstead program length formula; Graphical analysis for complexity measures; Memory requirement analysis; Processing time analysis; Testing philosophy; Test methods; Debugging; Verification, validation and certification; Choice of test data; Simulator; Arthur Laemmel's scheme; Concepts of software reliability and availability; Software repair, downtime error and faults, specification and correction; New error generation hypothesis; Estimating number of bugs in a computer program; Reliability Models; Availability models; Quality assurance; Quality measures; Different cost estimation models and their comparison: Software maintenance; Maintenance cost models; Growth dynamic models; Documentation; Software project organization, Management and communication skills.
Concepts of classes and objects, JAVA applications; event handling; control structures; Methods; Overloaded Methods; Single Multi-Dimension Arrays; Object Based Programming Object oriented Programming interface; polymorphism, interface and abstract classes; data structures in JAVA. Linked lists; stacks and trees; String manipulation; Introduction to graphical user interface; handling mouse and keyboard events; Exception Handling; Multi Threading; Client Server programming.
Introduction to compiling; Basic issues; Lexical analysis; Syntax analysis; Syntax directed translation; Semantic Analysis; Type checking; Run-time environments; Intermediate code generation; Code generation; Code optimization.
Technologies for developing software components. Client server computing with sockets and distributed objects. Dynamic interface discovery and invocation. Client-server model and its use in creating and managing window interfaces. Toolkits and libraries including X11; Microsoft foundation classes and JAVA abstract window toolkit.
Introduction to Unified Modeling Language, Use Case Diagram, Class Diagram, Relationship, Sequence Diagram, Collaboration Diagram, Activity Diagram, Project on UML.
Graphics hardware: Display devices, input devices etc. Basic raster graphics algorithms for drawing 2D primitives: Two dimensional and three dimensional viewing, Clipping and transformations. Three dimensional object representation: Polygon surface. BSP trees Octrees Fractal Geometry Methods: Visible surface detection methods: Z-buffer method. BSP tree method. Ray easting Method. Illumination models: Polygon rendering, ray tracing visualization with height mapping, modeling surface details with texture mapping color models, Computer animations.
Basic Concepts of Programming Languages. Comparative study of major programming paradigms including imperative, object oriented, functional logic and concurrent programming. Principles of programming language design and evaluation; Syntax, Semantics and implementation techniques of programming languages.
Introduction; Knowledge representation; propositional and first order logic, interference in first order logic. Frame problem; search techniques in AI; Game playing; Planning; Probabilistic reasoning; Learning in symbolic and non-symbolic representation; Natural language processing.
Study of problems in the field of Computer Science.
Fourier transforms. Modulation techniques: AM, FM, FSK, PSK, QPSK, QAM. Pulse Modulation: PAM, PCM, and PPM. Delta Modulation, Companding, Equalizer, Echo cancellation, Inter symbol interface; TDM, FDM, Error due to noise, Concept of channel coding and capacity, Speech redundancies, DPCM, Optical communication as applied to data, Layered concept of computer network architecture.
Protocol hierarchies; Data link control, HLDC, DLL in Internet; DLL of ATM; LAN Products; Standard IEEE 802. Switches and hubs. Bridges; FDDI, Fast Ethernet; Routing algorithm; Congestion control; Internet working. WAN; Fragmentation; Firewalls; IPV4; IPV6; ARP, RARP; Mobile IP; Network layer of ATM; Transport protocols; Transmission control protocol, connection management, transmission policy, congestion control, timer management; UDP; AAL of ATM, Network security: Cryptography, DES, IDEA; public key algorithm; Authentication; digital signature; Gigabit Ethernet; Domain Name System; Name servers; Email and its privacy; SNMP; HTTP; World Wide Web.
Study of problems in the field of Computer Engineering & Electronics.
Units, DC sources, resistance and conductance, Ohm's law, power and energy, series and parallel circuits, Kirchhoff's laws, Mesh and Nodal analysis, Y-Delta Conversion, Circuit theorems, Electrical field, Capacitors, Magnetic Circuits, Inductance, Transient analysis of R-C and R-L circuits with DC excitation.
Laboratory works based on EEE 1201
Alternating current, AC quantities, sinusoidal waveforms, AC Circuit Analysis: RC, RL, RLC series and parallel circuits, Power and Power Factor. Network Theorems. Dependent sources. Resonance and Q-factors, Polyphase systems - balanced and unbalanced, Coupled circuits, Filters.
Laboratory works based on EEE 2101
Semiconductors, Junction diode characteristics, Bipolar Junction Transistor: characteristics, small signal low frequency h-parameter model, hybrid pi-model, Amplifiers: Voltage and Current amplifiers. Introduction to JFET, MOSFET, PMOS, NMOS and CMOS: biasing and application in switching characteristics and application. Introduction to rectifiers, filters, regulated power supply. Introduction to IC fabrication techniques.
Number systems and codes, Digital logic: Boolean algebra, De-Morgan's law, Logic gates and their truth tables, canonical forms, combinational logic circuits, minimization techniques, Arithmetic and data handling logic circuit, decoders and encoders. Multiplexers and Demultiplexers. Combinational Circuit design, Flip-flops, race around problems, Counters: Asynchronous and Synchronous counters and their applications. Synchronous and asynchronous logic design: state diagram, Mealy and Moore machine. State minimization and assignments. Pulse mode logic. Fundamental mode logic design.
Laboratory works based on EEE 2105
DC Generation: Principles, Construction, classification, armature winding, voltage build up, armature reactions and commutation, performance and testing.
DC Motor: operation, types, torque-speed characteristics, and methods of speed control.
Transformers: principle, construction, cooling, vector diagrams and voltage regulations, equivalent circuit, harmonics in polyphase transformers, losses and efficiency.
Induction Motor: principles of operation, structural details, equivalent circuits, speed-torque relations, losses and efficiency, circle diagram, induction generator.
Synchronous generator: general outlines; salient poles and non-salient poles, armature and field cores, cooling, air gap flux, regulation, vector diagrams, armature reaction, losses and efficiency, transient conditions, parallel operation, load sharing.
Synchronous Motor: Theory of operation, vector diagrams, V-curves, Tests, losses, efficiency and starting.
Laboratory works based on EEE 2207
Operation and small signal models of diodes. Circuit application of diodes. BJT and FET biasing and thermal stabilization ; BJT and FET at low frequencies: Hybrid pi-model for small signals. H parameters. Analysis of transistor amplifier using h-parameters, high input resistance transistor circuits; BJT and FET at high frequencies: Hybrid pi-model,. CE short circuit current gain, current gain with resistive load, single stage CE transistor amplifier response, low and high frequency response of R-C coupled amplifier, effect of harmonics on amplifiers. Regulated power supply: series voltage regulator and emitter follower regulator.
Laboratory works based on EEE 2109
Diode logic gates, transistor switches, transistor-transistor gates, MOS gates, Logic Families: TTL, ECL, IIL and CMOS logic with operation details. Propagation delay, Product and noise immunity, Open collector and high impedance gates. Electronic circuit for flip-flops, counters and registers, memory systems. PLAs, A/D and D/A converters with applications. S/H circuits. LED, LCD and optically coupled oscillators. Non-linear applications of OP-AMPs. Analog switches. Linear wave shaping; diode wave shaping techniques; clipping and clamping circuits, comparator circuits, switching circuits. Pulse transformers pulse transmission. Pulse generation. Monostable, bistable and astable multivibrators; Schmit trigger; blocking oscillators and time base circuit. Timing circuit, simple voltage sweeps, linear current sweeps.
Laboratory works based on EEE 3101
Inductance of transmission lines: Flux linkage, Inductance due to internal flux, Inductance of single phase two wire lines, Flux linkage of one conductor in a group, Inductance of composite conductor lines. GMD examples; 3 phase lines with equilateral spacing and unsymmetrical spacing. Parallel circuit 3 phase lines. Use of tables. Electrical field; potential difference between points due to a charge, capacitance of a two-wire line. Group of charged conductors. Capacitances of 3 phase lines with equilateral and with unsymmetrical spacing. Effect of earth, parallel circuit lines. Resistance and skin effect: Resistance and temperature, skin effects, influence on resistance, use of table, Current and voltage relation on a transmission line, T- and pi- representation, exact solution. Equivalent circuit of a long line. Mechanical characteristics of transmission line: Sag and stress analysis; Wind and ice loading, supports at different elevation conditions at erection; effect of temperature changes. Generalized line constant: General line equation in terms of A, B, C, D constants. Relation between constants, charts of line constants, constants of combined networks, measurement of line constants. Circle Diagrams: Receiving end and sending end power circle diagrams. Voltage and power factor control in transmission systems. Tap changing Transformers; on load tap changing. Inductance regulators. Moving coil regulators; Boosting transformers. Power factor control; static condensers; synchronous condenser. Insulators for overhead lines; types of insulators, their construction and performance. Potential distribution in a string of insulators, string efficiency. Methods of equalizing potential distribution; special types of insulators, testing of insulators. Insulated cables, cables versus overhead lines, insulating materials. Electrostatic stress grading. Three core cables; dielectric losses and heating. Modern development; oil filled and gas filled cables. Measurement of capacitance. Cable testing. Introduction to transmission line protection: over current relay and time grading, reverse power relays. Differential protection. Distant relays. Distribution: Distributor calculation, ring mains and interconnections.
Review of vector analysis. (a) Electrostatics: Coulomb's law, force, electric field intensity, electrical flux density. Gauss's theorem with application, Electrostatic potential, boundary conditions, method of images, Laplace's and Poisson's equations, energy of an electrostatic system, conductor and dielectrics. (b) Magnetostatics: Concepts of magnetic field, Ampere's law, Bio-Savart law, vector magnetic potential, energy of magnetostatic system, Mechanical forces and torques in Electric and Magnetic fields. Curvilinear co-ordinates, rectangular, cylindrical and spherical coordinates, solutions to static field problems. Graphical field mapping with applications, solution to Laplace equations, rectangular, cylindrical and spherical harmonics with applications. Maxwell's equations: Their derivatives, continuity of charges, concepts of displacement currents. Boundary conditions for time varying systems. Potentials used with varying charges and currents. Retarded potentials. Maxwell's equations in different coordinate systems. Relation between circuit theory and field theory: Circuit concepts and derivations 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 Poynting's theorem. Transmission line analogy, reflection from conducting and dielectric boundary display lines ion in dielectrics, liquids and solids, plane wave propagation through the ionosphere. Introduction to radiation.
Characteristics of a linear system, methods of transient and steady state solution of differential and integro-differential equations. Network theorems. Analogous systems. Analysis by Fourier methods. Laplace transform and its application to linear circuits. Convolution integral and their applications. Matrix with simple applications in circuit: network function, poles and zeroes of a network. Distance signals and z-transform methods. System concepts: state equation and state variables for small linear systems.
Feedback amplifiers: classification, feedback concept, effect of feedback on transfer gain, amplifier characteristics, types of feedback, negative feedback amplifiers and their applications. Sinusoidal oscillators: conditions of self-oscillation; phase shift resonant circuit; Colpitts and Hartley oscillator, Wein bridge and crystal oscillators. Operational amplifiers (OP-AMP): Introduction to OP-AMPs, Inverting and Non-inverting amplifier, phase inverter, scale changer, integrating and differentiating circuits, adder or summing amplifier, voltage to current and current to voltage converter, voltage follower, analog electronic computation, differential, instrumentation and bridge amplifiers. AC performance of OP-AMPs: Bandwidth, slew rate, noise and frequency compensation, active filters. Un-tuned power amplifiers: Class A, Class B, Push-pull and Darlington pair amplifiers. Tuned voltage (R.F. and I.F.) and power (Class B, Class C) amplifiers. Modulation: Amplitude Modulation (AM) and Demodulation, Frequency Modulation (FM) and demodulation.
Laboratory works based on EEE 3209
Discrete time signals and systems. Discrete transforms: Discrete Fourier transform (DFT), Inverse Discrete Fourier Transform (IDFT), Fast Fourier Transform (FFT), Inverse Fast Fourier Transform (IFFT), The Z-transform and its application in Signal processing. Correlation and Convolution: Review of convolution, circular convolution, auto-correlation, cross correlation, implementation of correlation and convolution. Digital filters: Introduction to Finite Impulse Response (FIR) and Infinite Impulse Response (IIR) digital filters, various techniques of FIR and IIR filter design, realization of FIR and IIR filters, finite-precision effects. A brief overview of artificial neural networks, fuzzy logic and generic algorithm. MATLAB application to digital signal processing (DSP).
Industrial motor controls, DC generators. Armature reaction in synchronous generator. Two reaction analysis and concept of direct axis and quadrature axis reactance. Transient performances of rotating machines. Fundamentals of electromechanical energy conversions, energy storage. Generalized performance equations of machines. Interconnected system of alternators and load sharing. Excitation schemes of synchronous machines, starting of synchronous machines. Starting of induction motors, torque and speed control requirements. DC and AC motor control by traditional methods and by using SCRs. Electrical braking of DC and AC motors, Eddy current brakes. Amplidyne, Metadynes, synchronous converters, static power converters. Stepper motor principle, variable reluctance stepper motor.
Electrical machine design, design factors, design principles, transformer design, design of small single phase transformers, design of single phase induction motors.
Laboratory works based on EEE 3214
Practical study of electronic equipment: radio receivers, television receivers, Audio Cassette and CD player, VCR, VCP, DVD player, satellite TV receiver system.
Study of problems in the field of Electrical and Electronic Engineering.
Introduction to feedback control, terminologies with examples. Transfer function modeling of DC and AC serve and other familiar systems. Block diagram representation and simplification to canonical form by Mason's rule, Time domain specifications , unit step response. Location of poles and stability by Routh's criterion, Root locus: Construction rules, dominant poles, stability, P+I, P+D, and P+I+D compensation using root locus. Introduction to pole placement compensation. Steady state performance: types of systems, examples, steady state error and static error coefficient. Frequency response: Bode, Nyquist's and Nichol's plots, Gain margin, phase margin, maximum magnitude, resonant frequency and bandwidth correlation with time response. Stability from Nyquist diagram (direct: polar plot). Gain adjustment using Nichol's chart. State space representation: formation of state equations, transfer function from state equation, stability and eigen- values of state transition matrix. Introduction to digital control.
Power network representations, per unit system of calculations, reactance of asynchronous generators and its equivalent circuit, voltage characteristics of loads, power and reactive power flow in simple systems, load flow studies of large systems using the Gauss-Seidal methods, control of voltage, power and reactive power, use of network analyzers and digital computers, symmetrical fault calculation, limitations of short circuit current using regulators.
Symmetrical components- positive, negative and zero sequence networks of generators, transformers and lines, sequence network of systems, unsymmetrical fault calculations. Power system stability involving two machine systems, swing equation. Equal area criterion of stability and its applications, solution of swing equation, factors affecting transient stability.
Overview of communication systems, signal spectra, Amplitude modulation and demodulation: DSB-SC, SSB, VSB. Frequency modulation and demodulation: NBFM, WBFM and Phase Modulation (PM). Pulse Modulation: PAM, PCM, Delta Modulation, Frequency division and time division multiplexing and their application. Digital Modulation systems, Modems, Introduction to teletraffic theory. Radio wave propagation, effects of ionosphere and earth's curvature. Introduction to satellite communication. Introduction to cellular mobile communication. Introduction to telephony, different types of switching, SPC and digital switching systems, time and space switching. Introduction to ATM, SDH, SONET and optical communications. RADAR and its applications.
Laboratory works based on EEE 4105
Crystal structures: Types of crystals, lattice and basis, Bravias lattice and Miller indices.
Introduction to Quantum Mechanics: Wave nature of electrons, Schrodinger's equation, one dimensional quantum problems, infinite quantum well, potential step and potential barrier. Heisenburg's uncertainty principle, quantum box.
Classical theory of electrical and thermal conduction: scattering, mobility and resistivity, temperature dependence of resistivity of metals and Mathlessen's rule, Hall effect, thermal conductivity.
Band theory of solids: band theory from molecular orbital, Bloch theorem,, Kronig-Penny model, electron effective mass, density of states. Carrier statistics: Maxwell Boltzman and Fermi Dirac distribution, Fermi energy.
Modern theory of metals: Determination of Fermi energy and average energy of metals based on energy band model and Fermi-Dirac distribution functions, classical and quantum mechanical specific heat of electrons in a metal.
Dielectric properties of materials: Polarization and dielectric constant, electronic, ionic and orientational polarization, Clausius-Mosotti equation, frequency dependence dielectric constants, 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.
Introduction to Superconductivity: Zero resistance and Meissener effect Type 1 and Type 2 superconductor and critical current density.
H.F transmission lines, Smith chart, Impedance matching techniques and applications. Guided E.M. waves, Parallel plane and Rectangular waveguides, Cavity resonator.
Antennas and radiation, Small current element antenna, Long straight antenna, Radiation patterns and gain. Frequency Independent and Logperiodic antennas. Antenna arrays: Broadside and Endfire array, Phase scanning of Antennas arrays.
Transit time effects, Velocity modulation, Microwave tubes: Klystron amplifier, Multicavity Klystron amplifier, Reflex Klystron oscillator, Magnetron Oscillator, Traveling Wave Tube Amplifier (TWTA), Backward Wave Oscillator(BWO).
Introduction to VHDL. Basic VHDL constructs. Design of combinational logic (adders, multipliers, comparators, multiplexers/ demultiplexers, ALUs etc.) and sequential logic (flip-flops, registers, shift registers, random number generators, counters, FSMs etc.) with behavioral VHDL descriptions. Use of an industrial EDA tool for functional and post-route simulations, logic synthesis and automatic place and route. Writing testbenches. Design of FSMs. Converting algorithms to hardware using ASM charts and top-down design methodologies with CPLDs and FPGAs as target technologies. Emphasis on FSM design techniques. Controller-datapath partitioning. Algorithms that describe datapath elements. Microcontrollers. Design of simple and RISC processors. Pipelining.
Based on the course EEE 4207.
Introduction to different types of microprocessors (8 bit, 16 bit etc.) Introduction sets. Hardware organization. Microprocessor interfacing. Introduction to available microprocessor IC's. Microprocessor applications. Design of digital computer subsystem. Flow of information and logical flow diagram in timing and control signals. System organization: Hardware structures. Design of control unit of digital computer. Introduction to micro-programming. Multiprogramming, real time and time sharing computer systems. Data and instructions. Data systems, addressing of operative memory. Machine instructions. Channel programs. Assembler program. Program execution. Program execution. Interrupt systems, I/O systems. Interconnection of computers. Operating systems. Control program. File handler. Program structure. Virtual memory.
Laboratory works based on EEE 4212
Introduction to solid state devices and thyristors: (i) Schottky rectifier (ii) Zener diode (iii) Diode and transistor packages (iv) SCR and (v) TRIAC. Introduction to triggering devices: UJT, UJT relaxation oscillator, phase control circuit; Programmable UJT (PUT), PUT relaxation oscillator; Schottky diode; Silicon Unilateral Switch (SUS); DIAC; Silicon Bilateral Switch (SBS); Asymmetrical AC triggering devices. Motor Control: DC Motor braking and plugging circuits, transistor dynamic braking circuit, typical motor plugging circuit, emergency stop plugging circuit,; speed control PM/Shunt motors; electronic speed control using armature voltage control method. Solid state motor speed controller: Single transistor speed control; OP-AMP and Darlington power amplifier speed control, OP-AMP and MOSFET power amplifier control for PM/Shunt motors. SCR speed control circuits for PM/Shunt motors; simple SCR circuit, SCR plus UJT circuit variation of a pulse width modulation (PWM) speed control circuit. Speed control of series / universal motors: Series / universal motor control circuit using SCR (half wave control); TRIAC and DIAC (full wave control); TRIAC control with Hysteresis compensation, DC motor phase control; balance bridge (reversing) drive for PM or shunt motors, phase control circuit for Dc series motor. DC-DC chopper control, Basic Jones Chopper circuit. Stepper motors; stepper motors drive circuit using transistors, Darlington transistor and MOSFETs. Speed control of AC motors: Variable frequency converter block diagram, simplified single phase cycloconvereter. TRIAC control, single phase inverter, three phase six step inverter. Electronic timers. Switched mode power supplies. Voltage multipliers. Magnetic Amplifiers. Resistance welder controls. Induction heating. Dielectric heating.
VLSI technology: Terminologies and trends, MOS transistor characteristics and equations, NMOS and CMOS inverters, DC and transient characteristics, Pass transistors and pass gates, CMOS layout and design rules, Complex CMOS gates, Resistance and capacitance, Estimation and modeling, Signal propagation, delay, noise margin and power consumption, Interconnect BiCMOS circuits. CMOS building blocks, Adders, Counters, Multipliers and barrel shifters. Data paths, Memory structures, PLAs and FPGAs. VLSI testing, Objectives and strategies.
Introduction, drafting instruments and materials, lettering, alphabet of lines, dimensioning, geometric construction, conic sections, orthographic projection, isometric and oblique views, free hand sketching, construction of scale, sections and conventions, surface development. Making plan, section and elevation of residential building.
Safety rules, electricity rules and electricity codes. Electrical and Electronic symbols. Electrical wiring, house wiring and industrial installation wiring. Insulation measurement. Use of Meggars. Battery charging. Creating PCB layout, editing PCB layout, printing PCB layout.
Study of steam generation units and their accessories and mountings; Properties of Steam, internal energy, enthalpy and quality of steam, saturated and superheated steam, uses of steam tables, Mollier Charts. Steam power cycles, Rankine cycle, Low pressure and high pressure feed heaters. Dearerators and condensers. Second law of thermodynamics,: availability, irreversibility and entropy. Introduction to internal combustion engines and gas turbines. Steam turbines and their important accessories: low pressure and high pressure turbines, start, operation and shut down, lubrication, turbine glands and gland sealing. Steam extraction and regenerative feed heating. Introduction to pumps, blowers and compressors, refrigeration and air conditioning systems. Mixtures of air and vapor. Uses of Psychometric chart. Visit to power generating station in order to familiarize students with all the generating equipment and associated auxiliary plant equipment in operation. They must visit some selected power stations in the country under the supervision of faculty members as decided by the concerned department. The visit must be included as an essential part of the course and as such the same may be taken into consideration in grading of the students in this course.
This course is designed to help the students in learning the techniques, and acquiring the skills needed to communicate effectively in the business world. The course deals with the Basic English in the practice to communication in different business situation. Various techniques of communication such as business letters, reports, project proposal and other media form an integral part of the course.
This course deals with the accumulation and use of accounting data in business, fundamental procedures and records, income measurement and preparation of financial statement. It introduces concepts, principles and system of book keeping and accounting. The whole accounting process (from transaction to financial statements preparation) is the main focus of this course.
The intention of this course is to introduce the students to principles essential to understanding the basic economizing problem and specific economic issues and policy alternatives for dealing with them. Two fortunate outcome of this course are an ability to reason accurately and dispassionately about economic matters and a lasting interest in economics. Topics included are concept of demand and supply, elasticity, theory of production, theory of cost, market structure, unemployment, inflation, fiscal and monetary policies.
This course deals with the design of management information system and specific aspects of management control. The course describes how students can learn the technology with real business situation. Different information level of the business individuals or groups, information components and information development are also described in the course.
The purpose of this course is to acquaint engineering and science students with certain management principles and techniques having applications in engineering and scientific fields. Topics covered are principles and functions of management, managerial work roles, functions of organizations, finance, product development, operations management, quality, project planning and management, human resources management, operations research and engineering management in practice.