Development of integrated language skills with special focus on the mechanics of the writing process and the study of grammar with an emphasis on syntax. Writing unified, coherent paragraphs with topic sentences and controlling ideas.

The practice of academic reading and especially writing, focusing on expository essays. Emphasis will be placed on essay structure and editing. Essay types include narrative, descriptive, process, cause and effect, and comparison and contrast.

This course introduces students to the fundamental principles and practices of rhetoric. They will learn the art of public speaking which involves persuasion, creative analysis and synthesis of topics, organization, language, delivery, audience awareness and adaptation and the use of supporting materials. Types of speeches will include informative, persuasive, impromptu, inspirational, and special occasion speeches.

This course introduces students to the rich literary tradition of poetry, drama, and fiction. Drawing on a wide range of writings in English, students will learn to read and respond to literature and learn the fundamentals of literary analysis.

An exploration of some basic philosophical topics such as the nature of the mind and its relationship to the brain, knowledge, freewill, justice, the existence of God, and mortality. It focuses specially on the nature and function of philosophy. Part or all of the focus of the course may be on the work of one or two philosophers.

This course introduces students to the prominent ethical theories (virtue ethics, utilitarianism, deontology, etc.) in the Western philosophical tradition, examines the debate between moral universalism and moral relativism, and demonstrates various methods of analysis as applied to contemporary moral problems, e.g., abortion, assisted reproductive technologies, organ transplantation, affirmative action, capital punishment, euthanasia, war and violence, gender roles, human rights, environmental degradation. As appropriate, a multicultural perspective on ethical theory and moral problems will be examined.

Deals with the cultural and political heritage of Bangladesh from ancient times to the present and familiarizes students with the cultural milieu of the people to make them aware of Bangladesh’s national identity. Topics include ethnic origin of the people in Bangladesh, religious faiths, festivals, colonial legacy; baul culture; creativity in the arts and crafts; evolution of nationalism in the pre and post-partition East Bengal, Language Movement, struggle for autonomy, and the independence of Bangladesh.

Focuses on the values and importance of the study of the history of human civilization, especially in Egypt, Mesopotamia, and Babylonia; Harappa civilization and the Gandhara civilization, ancient Chinese culture and civilization; ancient Greek civilization, Muslim civilization and their influence over European Renaissance, scientific innovations, cultural progress and religious reformation. The rise of powerful nation states in Europe and North America and the impact of scientific and technological supremacy of the west over the so-called ‘backward communities’ are also studied here.

Provides students with some of the core concepts of political science, such as state, sovereignty, constitutionality, political culture, democracy, political party, civil society and the functioning of major political systems including Bangladesh. It addresses issues, institutions and structures that correspond to our everyday life and shape our political behavior and perceptions as ‘political animal’.

Introduces students with the concept and various aspects of public governance and their relevance in Bangladesh. Topics includeaccountability, transparency, participation, freedom of information, sound judicial system, capacity building; major governance problems of Bangladesh; role of civil society (including media, NGOs etc.); relationship between better governance and the growth of private sector; donor’s agenda in governance; public sector corruption; implications of e-governance.

An introduction to the methods and principles of microeconomics. Topics includemarkets; theory of consumer behaviour; production theory; costs of production, and market structure; efficiency in allocation and production.

This course introduces the principles of macroeconomic analysis, its analytical methods with current institutional and empirical issues. Topics include different methods of national income accounting with special emphasis on Bangladesh Economy; issues relating to unemployment, inflation; determination of output, price level, money and banking. It also gives an introductory account of the monetary and fiscal policies; budget and trade deficits; and exchange rate.

Provides students with an understanding of the primary phenomena, concepts, issues and practices associated with sociology. Topics include explanation of how societies grow and change; reciprocal effects of economic, political, familial, and scientific institutions on each other and on individual life; changes and social conflict, problems of bureaucratic growth and planned and unplanned social change.

Basic geographic concepts and fundamental themes. Geophysical and socio-economic characteristics of Bangladesh; introduction to physical geography; landforms; weather and climate; population geography; cultural and political context; natural resources; economic geography and urban – regional concepts; spatial interaction between human and natural environment.

Explains the origin of human culture and society and addresses the concepts of fundamental phenomena and procedures of cultural change, impact of culture on personality development, structures of human relationships etc. Students are also introduced to basic research methods that help them develop the primary skills to study human behaviours.

Introduction to Biology: Scope, Biology, What is life? and Characteristics of living things; Chemistry of life: Atoms & elements, Molecules & bonds, Electronegativity, Polar & non-polar bonds, Diffusion & osmosis, pH; Biological Macromolecules: Carbohydrate, Lipid, Protein and Nucleic acids, Central dogma of molecular biology; Cell structure and function: Organelles description & level of organization; Cellular Reproduction: Cell cycle, Cell Division, Mitosis, Meiosis; Energy of Life: Cellular respiration (anabolism & catabolism); Enzymes definition and characterization; Photosynthesis; Biological Diversity: Evolution and natural selection, the origin and diversification of life on earth; Evolution of microbes & animals, Classification; Human Physiology: Homeostasis, digestive system, circulatory (blood), excretory and respiratory systems; Health and disease: Food & nutrition; diabetics, cancer and heart disease.

Laboratory Work: Determining the pH of given food/juice/beverage samples, Observing a single cell under light microscope and identification of organelles, Observing bacterial growth from microbial plating, Observing antibiotic activity of saliva/tears, Blood grouping, Determination of serum glucose by glucose oxidase method.

Topics includes sets, real number system, algebraic expressions, systems of equations,  functions and relations, quadratic functions, synthetic division, the zeros of a polynomial function, exponential and logarithmic functions, trigonometric functions, graphs of trigonometric functions, analytic trigonometry, additional applications of trigonometry, mathematical induction, the binomial theorem, sequences. Prerequisite: High School Mathematics.

Covers basic calculus and analytic geometry. Coordinates, Graphs and Lines; Functions and Limits; Differentiations; Application of Differentiation; Integration; Logarithmic and Exponential Functions.

Basic concepts and techniques of linear algebra; includes system of linear equations, matrices and inverses, determinants, and a glimpse at vector spaces, eigenvalues and eigenvectors, Markov processes.

Second course in calculus and analytic geometry. Applications of Definite Integral; Hyperbolic Functions, Inverse Trigonometric and Hyperbolic Functions; Techniques of Integration; Improper Integrals: L’Hospitals Rule; Topics of Analytical Geometry; Polar Coordinates and Parametric Equations.

Infinite Series; Three Dimensional Vector Spaces; Vector valued Functions; Partial Derivatives: Functions of two variables, limits and continuity, partial derivatives,  differentiability and chain rule, directional derivatives and gradients, tangent planes and normal vectors, maxima and minima of functions of two variables. Multiple Integrals: Double integrals, double integrals over non-rectangular regions, double integrals in polar coordinates, triple integrals, centroid, center of  gravity, triple integrals in cylindrical and spherical coordinates, change of variables in multiple. Topics in vector calculus: Vector fields, line integrals, Green’s theorem, surface integrals, the divergence theorem, stokes theorem.

First and Second Order Differential Equations. First order ordinary differential equations, linear differential equations with constant coefficients, Laplace transformations, power-series solutions of differential equations, Bessel functions.

Concept of data and variables, collection, tabulation, representation. Measures of central tendencies – mean, median, mode, etc. Measures of dispersion – variance, standard deviation. Random variables and their probability function, binomial probability distribution, mathematical expectation and moment generating functions, joint distribution of two random variables, stochastic independence, continuous random variables, normal distribution, central limit theorem. Programming assignments will be a part of this course.

Vectors, Kinematics, Newton’s Law, Conservation of Energy and Momentum, Rotational Kinematics, Conservation of Angular Momentum, Collision, Compton Effect, Nuclear Theory, DeBrogglie, Oscillations and Waves, Gravitation.

The lab component includes:  Measurement of length area and volume of solids of regular shapes using vernier caliper, micrometer screw gauge and spherometers. This simple experiment will introduce the students to precision in measurements, error and propagation of error. This knowledge is of fundamental importance, which will be applied in all subsequent experiments, Free fall experiment. To find the time of fall through a given distance and to determine the acceleration of free fall. Apparatus required: Light gates and timer, To study equilibrium of a rigid body. Apparatus needed: force table, pulleys, and weights, To study rectilinear motion on an inclined plane. Apparatus: board, electronic timers or ticker tape timers, light gate etc. Plot of v-t and a-t graphs, To find acceleration of free fall using Atwood’s machine. Apparatus: pulley, known masses and electronic timer, Measurements of the coefficients of static and dynamic friction. Apparatus: wooden blocks, spring balance, known weights etc, Motion of a ball bearing through a resistive medium. To measure the viscosity of glycerin by Stokes’ law. Apparatus: measuring cylinder, stop watch, steel ball bearings, meter rule, and thermometer, Simple harmonic motion 1. Measurement of g by simple pendulum, Simple harmonic motion 2. Vibration of a vertical spring-mass system, measurements of the spring constant and the acceleration of free fall, Study of damped and forced harmonic oscillator. Apparatus: carts, motor, springs, motion sensors etc, Rotational motion. Measurement of moment of inertial of a flywheel, Foucault’s pendulum and the effect of Earth’s rotation, To study the rotational motion of a cylinder down an incline. The objective of this experiment is to become familiar with the relationships involving angular acceleration and moments of inertia, Conservation of momentum and kinetic energy in elastic collisions. Apparatus: air track, gliders, light gates, timers etc, Study of one-dimensional inelastic collisions. Apparatus: air track.

Electric Charge, Coulomb’s Law. The Electric Field: Electric Field Lines, The Electric Field Lines Due to a Point Charge, The Electric Field Lines Due to an Electric Dipole, The Electric Field Lines Due to a Line of Charge, The Electric Field Lines Due to a Charged Disk. Gauss Law: Gauss’s Law in Cylindrical, Planar and Spherical Symmetries. Electric Potential: Equipotential Surfaces, Potential Due to an Electric Dipole. Capacitance: Capacitors in Parallel and Series, Capacitors with a Dielectric. Electric Current, Current Density, Resistance and Resistivity, Ohm’s Law. Circuits, Work, Energy and EMF, Single Loop Circuits, Potential Differences, Multiloop Circuits, RC Circuits. The Magnetic Field, Ampere’s Law, Solenoids and Torroids, Faraday’s Law of Induction, Alternating Currents, Maxwell’s Equations.

The lab components will cover related experiments the topics covered in the theory part.

This course covers fundamental principles of chemistry. Topics include measurement, atomic and molecular structure, periodicity, chemical reactions, chemical bonding, stoichiometry, thermochemistry, Chemical Equilibrium and Kinetics, gas laws and solutions. This course is appropriate as a basic chemistry course or as a science elective for students who have science, engineering, or mathematics majors. Upon completion, students will be able to- Define chemistry as the study of matter, can apply the basic concepts in their future studies and apply safe laboratory skills to solve problems in a cooperative environment.

Laboratory Work:  Introducing analytical balance, proving the law of definite proportions, estimation of Avogadro’s number, standardization of HCl, acid Base titration, determination of density.

Course Summary: Time Value of Money and the Mathematics of Finance, Figures of merit (NPV, IRR, BC, etc) in making engineering design and business decisions. After Tax Analysis (ATA) using the income statement format.  Risk analysis and assessment. Financial accounting. Focuses on the key aspects of the modern telecommunications and IT sector management, e.g. services engineering, billing, HR, operations, maintenance, planning, customer relations, supply chain, changing technologies, regulation policies, solution engineering, outsourcing, strategy development. Principles of engineering project management.

 Course Objectives:  The objectives of this course are to

1.  interpret principles of Economics within the context of engineering, technology, and innovation management
2. explain estimation of production function, and infer role of technology on Economics of production and functioning of market
3. illustrate technology life cycle, nature of innovations , innovation diffusion pattern and management decision making to deal with them.
4. explain Telecommunication economics, relate network economics, dynamic competition, and regulation, and interpret their implications on competition scenario of telecom industry
5. explain economics of design for manufacturing (DFM)
6. explain the concept of financing such as risk and venture capital financing, time value of money, and intangible asset valuation, and relate them to management of technology and innovation projects.
7. illustrate principles of project management including planning, scheduling and resource allocation, project budgeting and cost control, and contract management.

Introduction: lettering, numbering and heading; plane geometry. Projection (Solid Geometry). Development and true shape: cube, pyramid, cone, prism; section and true shape. Isometric drawing, oblique drawing. Plan, elevation and section of engineering structures; reinforcement details of beams, columns, slabs, stairs etc. Introduction to Computer Aided Design (CAD).

Course Summary: This is the first course in the computer science programming and is required for all computer science and engineering majors. This course introduces the fundamental concepts of structured programming. Topics include fundamentals of computers and number systems, algorithms & flowcharts, fundamental programming constructs: syntax and semantics of a higher-level language, variables, expressions, operators, simple I/O to console and files, conditional and iterative control structures, functions and parameter passing, dynamic memory allocation; fundamental data structures: arrays, structures, strings and string processing; and testing and debugging strategies.

Course Objectives: The objectives of this course are to

1. learn fundamental knowledge on basics of computers, hardware, software, and number systems,
2. familiarize about the basic terminologies used in computer programming,
3. proficiently transform designs of problem solutions into a standard programming language,
4. use an integrated development environment (IDE) to write, compile, and execute programs involving a small number of source files,
5. proficiently use fundamental programming elements including: variable declaration, data types and simple data structures (arrays, strings, and structures), decision structures, loop structures, functions/methods, input and output for console and text files,
6. apply debugging and testing techniques to locate and resolve errors and to determine the effectiveness of a program, and
7. have understanding of professionalism, codes of ethics and responsible conduct.

Course Summary: This is the first course in the computer science programming and is required for all computer science and engineering majors. This course introduces the fundamental concepts of structured programming. Topics include fundamentals of computers and number systems, algorithms & flowcharts, fundamental programming constructs: syntax and semantics of a higher-level language, variables, expressions, operators, simple I/O to console and files, conditional and iterative control structures, functions and parameter passing, dynamic memory allocation; fundamental data structures: arrays, structures, strings and string processing; and testing and debugging strategies.

Course Objectives: The objectives of this course are to

1. learn fundamental knowledge on basics of computers, hardware, software, and number systems,
2. familiarize about the basic terminologies used in computer programming,
3. proficiently transform designs of problem solutions into a standard programming language,
4. use an integrated development environment (IDE) to write, compile, and execute programs involving a small number of source files,
5. proficiently use fundamental programming elements including: variable declaration, data types and simple data structures (arrays, strings, and structures), decision structures, loop structures, functions/methods, input and output for console and text files,
6. apply debugging and testing techniques to locate and resolve errors and to determine the effectiveness of a program, and
7. have understanding of professionalism, codes of ethics and responsible conduct.

Course Summary: In this course, a variety of electronic devices used in the design of analog electronics are studied. Basic understanding of semiconductor devices is covered. Emphasis is placed on diodes, BJT, and FET. Small and large signal characteristics and models of electronic devices, analysis and design of elementary electronic circuits are also included. This course has separate mandatory laboratory sessions every week as EEE 111L.

Course Objectives: The objectives of this course are

1. to possess a solid understanding of semiconductor devices used in the design of analog electronics
2. to learn the required skill to use the electronic devices in designing practical circuits to solve practical problems.
3. to gain the ability of conduct, analyze, and interpret experiments, and apply experimental results to improve processes or circuit systems.

Course Summary: In this course, a variety of electronic devices used in the design of analog electronics are studied. Basic understanding of semiconductor devices is covered. Emphasis is placed on diodes, BJT, and FET. Small and large signal characteristics and models of electronic devices, analysis and design of elementary electronic circuits are also included. This course has separate mandatory laboratory sessions every week as EEE 111L.

Course Objectives: The objectives of this course are

1. to possess a solid understanding of semiconductor devices used in the design of analog electronics
2. to learn the required skill to use the electronic devices in designing practical circuits to solve practical problems.
3. to gain the ability of conduct, analyze, and interpret experiments, and apply experimental results to improve processes or circuit systems.

Course Summary: Formulation and solution of circuit equations using various circuit analysis techniques including Ohm’s law, Kirchhoff’s laws, mesh and nodal analysis, superposition, source conversion, Thevenin’s theorem, Norton’s theorem, and maximum power transfer theorem. Then transient analysis of series RC and RL circuits will be discussed followed by brief introduction of capacitors and inductors. This course has a separate mandatory laboratory session every week as EEE 141L.

Course Objectives: The objectives of this course are

1. to introduce basic circuit laws applied in  simple DC circuits to compute voltage, current, equivalent resistance and power.
2. to analyze complex circuits using nodal and mesh methods.
3. to simplify circuit analysis using various circuit theorems.
4. to examine the transient analysis of series RC and RL circuits.
5. to enable the students to build circuits and conduct experiments on it in a laboratory setting.

Course Summary: Formulation and solution of circuit equations using various circuit analysis techniques including Ohm’s law, Kirchhoff’s laws, mesh and nodal analysis, superposition, source conversion, Thevenin’s theorem, Norton’s theorem, and maximum power transfer theorem. Then transient analysis of series RC and RL circuits will be discussed followed by brief introduction of capacitors and inductors. This course has a separate mandatory laboratory session every week as EEE 141L.

Course Objectives: The objectives of this course are

1. to introduce basic circuit laws applied in  simple DC circuits to compute voltage, current, equivalent resistance and power.
2. to analyze complex circuits using nodal and mesh methods.
3. to simplify circuit analysis using various circuit theorems.
4. to examine the transient analysis of series RC and RL circuits.
5. to enable the students to build circuits and conduct experiments on it in a laboratory setting.

Course Summary: This course provides an introduction to logic design and basic tools for the design of digital logic systems. A basic idea of number systems will be provided, followed by a discussion on combinational logic: logic gates, Boolean algebra, minimization techniques, arithmetic circuits (adders, subtractors), basic digital circuits (decoders, encoders, multiplexers, shift registers), programmable logic devices (PROM, PAL, PLA). The course will then cover sequential circuits: flip-flops, state transition tables and diagrams, state minimization, state machines, design of synchronous/asynchronous counters, RAM/ROM design. An introduction to programmable logic will also be provided. Hands-on experience will be provided through project on design of a sequential logic system. This course has separate mandatory laboratory session every week as CSE 231L.

Course Objective: The objectives of this course are

1. to introduce Boolean logic operation and Boolean Algebra
2. to teach students how to use Boolean Algebra and K-maps to realize two-level minimal/optimal combinational circuits
3. to exposed students in the introductory design process of combinational and sequential circuits
4. to teach the operation of latches, flip-flops, counters and registers.
5. to explain how to analyze and design sequential circuits built with various flip-flops.
6. to introduce using simulation tool for digital system design.

Course Summary: This course provides an introduction to logic design and basic tools for the design of digital logic systems. A basic idea of number systems will be provided, followed by a discussion on combinational logic: logic gates, Boolean algebra, minimization techniques, arithmetic circuits (adders, subtractors), basic digital circuits (decoders, encoders, multiplexers, shift registers), programmable logic devices (PROM, PAL, PLA). The course will then cover sequential circuits: flip-flops, state transition tables and diagrams, state minimization, state machines, design of synchronous/asynchronous counters, RAM/ROM design. An introduction to programmable logic will also be provided. Hands-on experience will be provided through project on design of a sequential logic system. This course has separate mandatory laboratory session every week as CSE 231L.

Course Objective: The objectives of this course are

1. to introduce Boolean logic operation and Boolean Algebra
2. to teach students how to use Boolean Algebra and K-maps to realize two-level minimal/optimal combinational circuits
3. to exposed students in the introductory design process of combinational and sequential circuits
4. to teach the operation of latches, flip-flops, counters and registers.
5. to explain how to analyze and design sequential circuits built with various flip-flops.
6. to introduce using simulation tool for digital system design.

Course Summary: This course provides an introduction to the analysis techniques for different signals and systems. It includes signal representations including Fourier and Laplace transforms. System definitions and properties, such as linearity, causality, time invariance, and stability are covered. This course also includes convolution, delta function, transfer functions and frequency response to determine system characteristics. This course has separate mandatory laboratory session every week as EEE 221L. Lab classes cover the operations with different signals and their distinct representations by using the simulation tool MATLAB. 

 Course Objectives: The objectives of this course are

1. to introduce different signal operations, distinct systems and their applications.
2. to use delta function and convolution integrals for engineering problems.
3. to expose students in the physical world/ real world problems of signals and systems such as applications and differences of Fourier series and Fourier transform.
4. to analyse complex engineering problems such as the determination of system response, time and frequency domain analysis and the application of the properties of Fourier and Laplace transform.
5. to introduce MATLAB for simulation platform.

Course Summary: Formulation and solution of circuit equations, network theorems, sinusoidal steady-state analysis. Topics include loop and nodal analysis, superposition and Thevenin’s theorem, properties of sinusoids, phasor representation and vector diagrams. AC Power concepts and Applications, Power Factor Correction, Three Phase Circuits, Power in Three Phase Circuits, Mutual Inductance, Transformers, Usc of MATLAB and PSpice for AC Circuit Analysis. This course has mandatory laboratory sessions every week. This course has separate mandatory laboratory sessions every week in a separate course EEE241L/ETE241L.

Course Objectives: The objectives of this course are to

1. acquire solid understanding of basic ac circuit concepts.
2. apply basic laws, known as Ohm’s law and Kirchhoff’s laws to simple ac circuits
3. learn techniques in analyzing series, parallel, and series-parallel ac circuits.
4. know different theorems for network analysis applied to ac circuits.
5. gain ac power concepts and practical applications of these concepts.
6. analyze balanced and unbalanced three-phase circuits.
7. use computer-aided design tools for circuit analysis of AC circuits.

Course Summary: Formulation and solution of circuit equations, network theorems, sinusoidal steady-state analysis. Topics include loop and nodal analysis, superposition and Thevenin’s theorem, properties of sinusoids, phasor representation and vector diagrams. AC Power concepts and Applications, Power Factor Correction, Three Phase Circuits, Power in Three Phase Circuits, Mutual Inductance, Transformers, Usc of MATLAB and PSpice for AC Circuit Analysis. This course has mandatory laboratory sessions every week. This course has separate mandatory laboratory sessions every week in a separate course EEE241L/ETE241L.

Course Objectives: The objectives of this course are to

1. acquire solid understanding of basic ac circuit concepts.
2. apply basic laws, known as Ohm’s law and Kirchhoff’s laws to simple ac circuits
3. learn techniques in analyzing series, parallel, and series-parallel ac circuits.
4. know different theorems for network analysis applied to ac circuits.
5. gain ac power concepts and practical applications of these concepts.
6. analyze balanced and unbalanced three-phase circuits.
7. use computer-aided design tools for circuit analysis of AC circuits.

Introductory design course to introduce the basics steps of design project implementation. It will be a multidisciplinary team work. Each team has to develop a design project, submit a written report and oral presentation of completed projects. Instructional phase includes (not limited to): communications, technical report writing, visual aids, design process etc.

Course Summary: Design methods to fix gain and bandwidth specifications in amplifiers are presented. Design use of feedback technique is presented. Properties and design amplification of operational amplifiers are studied. Emphasis is given on electronic circuitry used in communication engineering. 

Course Objectives: The objectives of this course are

1. to introduce differential amplifier and use of that in operational amplifier, basics of operational amplifier and all special types of circuits using Op-Amp, offset voltage and current, and frequency response of operational amplifier.
2. to teach student function of Op-Amps in 555 Timer and different types of modes of operation of 555 Timer.
3. to explain regenerative and degenerative feedback systems, different types of negative feedback topologies, the differences between positive feedback and oscillator circuits, the oscillation criteria, different types of sinusoidal oscillator circuits and their working principle.
4. tofamiliarize students about passive and active filters, relationship in between roll-offs and cut-off frequency and different types of filter circuits.
5. simulateand evaluate the performance analysis of operational amplifiers, Timer circuits, feedback circuits, and oscillator and filter circuits through MultiSim Software.

Course Summary: This course provides an introduction to Maxwell’s equations and their applications to engineering problems. Topics include the physical meaning of Curl, Gradient and Divergence; physical meaning of Maxwell’s point relations along with Maxwell’s integral relations, Electrostatics, magnetostatics, time-varying fields, waves and propagation, force, energy, oblique incidence of light, boundary conditions, Poynting vector, cavity, different co-ordinate systems and antennas.

 Course Objectives: The objectives of this course are

1. to introduce Maxwell’s equations, their physical meaning and applications.
2. to use Curl, Gradient and Divergence for electromagnetic and real world problems.
3. to expose students in the real world problems of electromagnetism such as application
4. of interface/boundary conditions.
5. to be familiar with the electrostatics and magnetostatics along with time varying fields and waves.
6. to analyse complex theoretical problems such as waves and propagation, oblique incidence of light, Poynting vector and boundary conditions.
7. to introduce with cavity (or waveguides) and antenna analysis.

Analysis and design of communication systems based on random variables, moments, and autocorrelation and power spectral density. Topics include analysis of noise, pulse shaping, bandpass signals, sampled signals, modulation and mixing. Applications include analysis of bit error rate, error probability of coded systems, and blocking probability properties and the impact of these properties on communication system design. This course has mandatory laboratory sessions every week.

Analysis and design of communication systems based on random variables, moments, and autocorrelation and power spectral density. Topics include analysis of noise, pulse shaping, bandpass signals, sampled signals, modulation and mixing. Applications include analysis of bit error rate, error probability of coded systems, and blocking probability properties and the impact of these properties on communication system design.

Introduction to International Standards Organization open System Interconnection (ISO-OSI) reference model, design issues and protocols in the physical layer, data link layer  and network layer;  architectures and control algorithms of local area networks, point-to-point networks and satellite networks; standards in network access protocols; models of network interconnection, and overview of networking and communication software: This course has mandatory laboratory sessions every week.

Introduction to International Standards Organization open System Interconnection (ISO-OSI) reference model, design issues and protocols in the physical layer, data link layer  and network layer;  architectures and control algorithms of local area networks, point-to-point networks and satellite networks; standards in network access protocols; models of network interconnection, and overview of networking and communication software: This course has mandatory laboratory sessions every week.

Fundamental theory and design of high capacity wireless communications systems. This course will discuss cellular systems as well as high-speed wireless data communication systems. Topics include trunking, propagation, frequency reuse, modulation, source coding, error correction coding, multiple access schemes and equalization.

Fundamental theory and design of high capacity wireless communications systems. This course will discuss cellular systems as well as high-speed wireless data communication systems. Topics include trunking, propagation, frequency reuse, modulation, source coding, error correction coding, multiple access schemes and equalization.

Theory of optical fiber waveguide propagation and design applications in communication and sensing systems. Opto-electronic transmission and switching system, Transceivers, WDM and DWDM systems, SDH systems, FDDI, Broadband communication system, Submarine Cable Networks, fiber to the home and curb.

Theory of optical fiber waveguide propagation and design applications in communication and sensing systems. Opto-electronic transmission and switching system, Transceivers, WDM and DWDM systems, SDH systems, FDDI, Broadband communication system, Submarine Cable Networks, fiber to the home and curb.

Continuous- and discrete-time system theory. Block diagrams, feedback, and stability theory. Discrete-time stability, difference equations, Z-transforms, transfer functions, Fourier transforms, and frequency response. Analysis, design, and realization of digital filters. Discrete Fourier Transform algorithms, digital filter design procedures, coefficient quantization, finite word length arithmetic, fixed point implementation, limit cycles, noise shaping, decimation and interpolation. This course has mandatory laboratory sessions every week.

Continuous- and discrete-time system theory. Block diagrams, feedback, and stability theory. Discrete-time stability, difference equations, Z-transforms, transfer functions, Fourier transforms, and frequency response. Analysis, design, and realization of digital filters. Discrete Fourier Transform algorithms, digital filter design procedures, coefficient quantization, finite word length arithmetic, fixed point implementation, limit cycles, noise shaping, decimation and interpolation.

This course is designed to provide experience to students through internship/Co-op works in the public and private industry related to Electrical, Electronics, Telecommunication, and Computing Technology or through advanced research in relevant academic fields. Students will work there, prepare detailed report and present in front of a departmental committee.

This is a Senior level course, after a student has completed the core ETE, core Math, and core Science courses. This “capstone design course” involves multidisciplinary teams of students who build and test custom designed systems, components or engineering processes. Design projects selected from problems submitted by the students, faculty and local industry; Industry projects are given preference as they are best suited for meeting the course objectives; Instructional phase includes (not limited to): communications, report writing, visual aids, design process (requirements/specifications/objections, synthesis/analysis, design evaluation, implementation, maintainability, manufacturability, economic and social influences etc.), proposal preparation, estimating, project management and scheduling, contracts etc.; Performance phase includes (not limited to): design team formation and organization,  design proposals, implementation of design process, project scheduling and management, design reviews, design simulation and testing, preparation of documentation, drawings, specifications, etc., written and oral presentation of completed projects.

Continuation of ETE 499A

Digital modulated signal and their spectral characteristics, PCM, the baseband and bandpass modulation, demodulation, coherent/non-coherent detection methods (and receiver structures) in AWGN channel, their error performance, communication over band-limited channels with ISI and AWGN, Matched filter, link budget, introduction to source coding, channel coding, spread-spectrum and multiple access techniques.

Architecture, technology, operation, and application of telecommunication networks including digital telephony, access networks, fiber optic networks, data networks, ATM, SDH, FDDI and integrated services networks. Design and analysis of networks for voice, data, and video applications.

The course develops an in-depth knowledge of the concepts, principles and implementation techniques related to the Internet and web technology. Details about the Internet, Intranet, Extranet, and e-commerce will be covered. Topics include Web server management, threats, security of client and server, network security like firewall, SSL, etc., authentication and authorization, legislation, privacy and IP act, electronic payment, e-business, search engine, Internet protocols like TCP/IP, SGML, XML. Design and development of Web applications using Java Applets, ASP, Java Script, CGI and other Web tools is discussed.

This course covers the most relevant aspects of satellite communications, with emphasis on the most recent applications and developments. The course covers the basic concepts of satellite communications, the orbital aspects, with emphasis on the geostationary orbit, Satellite subsystems, launching methods, and on-board processing. The design of a digital satellite link is discussed in detail, including link budgets, modulation, error control coding, baseband signaling theory, and multiple access methods.  Frequency assignments and propagation aspects that affect the satellite link are then discussed.  Antennas and earth station technology are presented, including the design of very small aperture terminals (VSATs).  The course then covers non-geosynchronous orbits and their applications. Specific applications of satellites are also explored, including the global positioning system (GPS), satellites for mobile communication, and satellites for internet.

Review of Electromagnetic and circuit theory, Transmission line theory, waveguide, Planar transmission line design and measurement, Microwave network, Impedance matching and tuning, Passive microwave circuits, Active microwave circuits, RF-Microwave systems design.

This course is concerned with semiconductor physics or in brief how semiconductor devices work. Physical aspects of semiconductors will be presented, fol­lowed by: diodes, bipolar junction transistors, and MOSFETs. Topics to be covered in the course include: Basic quantum mechanics necessary to describe how electrons behave in atoms, free space, and solid, band theory of solid: concept of conduction/valence band, concepts of electrons, holes, doping, carrier concentration, scattering, and mobility, behavior of electrons inside semiconductor when a field or concentration gradient has been present, basic operation of p-n junction (diode), operation of light emitters and detectors, bipolar junction devices, MOSFET.

Introduction to the design and layout of Very Large Scale Integrated Circuits (VLSI). Emphasis is placed on digital CMOS circuits. Static and dynamic properties of MOSFET devices, along with integrated circuit fabrication are examined. Computer-aided design tools are used to produce working integrated circuit designs. Students will also learn to use a hardware descriptive language (VHDL) in the digital design process. This course has mandatory laboratory sessions every week.

This course introduces the students to analog integrated circuit design techniques, beginning with a review of fundamental device properties to complex multistage amplifier design. The goal of this course is to teach the basic techniques for the analysis and design of analog building blocks; i.e. amplifiers, current mirrors, comparators, cascade amplifiers, PLL etc., noise considerations, frequency response. By the end of the course the students will have designed and presented a complex analog circuit (e.g. An amplifier, a band-gap reference, etc) with specifications close to state of the art, on a commercial state of the art process.

Engineering applications of probability theory, random variables and random processes, topics include: Gaussian and non-Gaussian random variables, correlation and stationary of random processes, time and frequency response of linear systems to random inputs using both classical transform and modern state space techniques. Ref: (1) Fundamentals of Stochastic Signals, Systems and Estimation Theory: With worked Examples by Branko Kovacevic and Zeljko Durovic (2) Random Signals and Systems (Prentice Hall Signal Processing) by Bernard Picinbono

Design of a simple processor, review of advanced processors, control logic design: random logic and microprogramming; machine-level programming, instruction sets, data representations; subroutines; input/output hardware and software; pipelining; relation to high-level languages. This course also includes study of microprocessor architectures, hardware modules, and interfaces; programming, software tools, development systems, and applications; and microprocessor system design methodology. This course has mandatory laboratory sessions every week

Course Summary: This course introduces students with database management systems for the first time in their undergraduate study. Drawbacks of flat file system are demonstrated and advantages of relational database systems are introduced. The course examines the logical organization of databases: the entity-relationship model; the hierarchical, network, and relational data models and their languages. Functional dependencies and normal forms are discussed.  Design, implementation, and optimization of query languages; security and integrity; concurrency control, different level of indices, e.g., tree and hash based indices are introduced. Access costs are compared for different alternatives. This course has separate mandatory laboratory sessions every week in a separate course CSE 311L which has 0 credits, but the students (in group) use hands on SQL queries and as a culmination, they build a full fledged database system including a front end. The evaluation of the lab works is carried over to the theory part of the course.

Course Objectives: The objectives of this course are

1. to make students comprehend the advantages of using database system over flat files.
2. to get students familiar with requirement analysis specially data requirements of an organization
3. To introduce the conceptual design from requirement analysis using E-R diagrams and also mapping ER diagrams into relational schema.
4. to introduce the basics and usage of relational algebra that are the foundation of SQL.
5. to transform a relational design into physical database design using popular commercialized database, e.g., Oracle, MySQL etc.
6. to demonstrate and show the evils of redundancy by introducing the concepts of functional dependencies and their types.
7. to design full-fledged physical database systems with least redundancy and most optimized manner.
8. to build their independent projects emphasizing the data requirement.

An introductory description of the major subjects and directions of research in artificial intelligence; topics include all languages (LISP and PROLOG), basic problem solving techniques, knowledge representation and computer inference, machine learning, natural language understanding, computer vision, robotics, and societal impacts.

Introduction: Basic concepts, Design concepts, Examples; Decision functions: Linear decision functions, Generalized decision functions; Pattern classification by distance functions: Minimum distance pattern classification, Cluster seeking; Pattern classification by likelihood functions: Bayes classifier; Structural pattern representation: Grammars for pattern representation, Picture description language and grammars, Stochastic grammars; Structural pattern recognition: String to string distance; Matching other structures: Relational structures, Graph matching, Matching by relaxation, Random graph