Eastern Mediterranean University Open CourseWares

Programmable controllers used in industrial automation: microcontrollers, embedded systems, programmable logic controller (PL C) and programmable automation controller (PAC). Advantages of using PLC in automation. PLC architecture. PLC ladder programming, integration of industrial sensors and actuators with PLCs, PLC timers and counters, real world application examples and automation applications.

This is a period comprising a minimum of 40 days’ training to be completed in an industrial organization by all students who are effectively in their junior or senior year. Students should obtain approval of the Department before commencing training. Following this training, students will be required to write a formal report and give a short presentation before a committee regarding their training.

Principles of engineering graphics with the emphasis on laboratory use of AUTOCAD software. Plane Geometry, geometrical constructions, joining of arcs, Dimensioning principles, principles of orthographic projection, isometric and oblique drawing, principles of sectioning, reading engineering drawing from blueprints.

What is CIM; CIM definition; CIM environment; CIM benefits; Business perspectives for CIM; objectives of manufacturing business; the business characteristics of CIM systems; components of a CIM architecture; simulation, group technology; networks; concurrent engineering; decision support systems; expert system; CAD/CAM; information and material flow in manufacturing; modeling methodology and related tools in analysis and design of CIM for medium size companies.

Definition of stress, strain. Hook’s law. Constitutive relations for uniaxial stresses. Shearing stress and strain. Torsion of circular members. Thin walled pressure vessels. Relations between bending moment, shearing force and distributed loads. Bending of beams with symmetrical sections. Bending of composite beams.

Mechanical and non-destructive tests; equilibrium diagrams and their interpretation; hardening of metals; deformation and annealing of metals; heat treatment of steels; corrosion and oxidation phenomena; alloy steels; non-ferrous metals and alloys; cast irons. 

Mechanical vibrations: 2-DOF  vibrating systems, vibration measuring instruments, numerical methods for multi-degree of freedom systems, Dunkerley’s equations, vibration of continuous systems, random vibrations. Balancing of machinery: rigid rotors, reciprocating machines, flywheels, planar linkages, balancing machines and instrumentation. Cam dynamics, gyroscope and governors.

Psychrometrics and elementary psychrometric processes; simultaneous heat and mass transfer in external flows; direct contact transfer devices; heating and cooling coils-compact heat exchangers; thermal comfort; hot water heating systems; heating and cooling load calculations; vapor compression refrigeration cycles.

This is to be conducted in the Mechanical Engineering Department’s workshops by all Mechanical Engineering students who have completed a minimum of three semesters in the program. Students will perform various hand and machine tool operations under staff supervision. It includes introduction to engineering materials, and selected practices on laying-out and setting out a job, using measuring devices.  At the end of the training students will be required to complete a report regarding their training.

This course aims to familiarize first year mechanical engineering students by introducing them to the fundamentals of discipline; job opportunities for mechanical engineers; basic study skills; an overview of fundamentals laws and principles of mechanical engineering; introduction to problem layout and problem solving methods; simplified engineering modeling and analysis of mechanical systems; collection, manipulation and presentation of engineering data; ethical issues; and the importance of computers and language skills for effective communication.

Systematic approach to design; standardization, dimensioning and tolerancing; strength of mechanical elements; theories of failure under static and dynamic loading situations; impact loading; shaft design: screw threads and threaded fasteners; power screws; bolted and riveted joints in shear; keys and couplings.

(Prerequisite: MENG 222 Strength of Materials

Gas power cycles. Vapor and combined power cycles. Refrigeration cycles. Thermodynamic property relations. Gas mixtures. Gas-vapor mixtures and air conditioning. Chemical reactions. Chemical and phase equilibrium. Thermodynamics of high speed fluid flow.

A brief background to energy and environmental problems. Energy audit. Economic analysis and life cycle costing. Utility demand-side management. Building systems and lighting. Electric systems, motors and drives. HVAC systems and chillers. Energy efficiency and renewable energy issues in developing countries. Solar energy utilization. 

Principles of engineering graphics with the emphasis on laboratory use of AUTOCAD software. Plane Geometry, geometrical constructions, joining of arcs, Dimensioning principles, principles of orthographic projection, isometric and oblique drawing, principles of sectioning, reading engineering drawing from blueprints.

The purpose of the course is to make an introduction and lay the foundations of modern methods of statistical quality control and improvements that are used in the manufacturing and service industries. The course also introduces basics of experimental design in determining quality products and reliability models. The students will first be introduced to some of the philosophies of quality control experts and their impact on quality. After a quick review of normal probability distribution, a few graphical methods used to monitor quality improvement will be given. Control charts for variables and attributes will be given with examples. Acceptance sampling plans for variables and attributes are to follow. Principles of design of experiments along with Taguchi method will be presented. Finally reliability of systems like series, parallel, series-paralel and paralel-serıes systems will be discussed.

The purpose of this course is to give an introduction to economic analysis for decision making in engineering design, manufacturing equipment, and industrial projects. Subjects covered include interest, economic equivalence, time-value of money, project cash-flow analysis, decision making among alternatives, present worth, capitalized cost, equivalent-uniform, rate-of-return, benefit-cost ratio methods, replacement analysis, break-even analysis, sensitivity analysis, capital budgeting, inflation, elements of cost and cost estimation, payback analysis, methods of depreciation, after tax economic analysis, and computer applications in engineering economics.

The purpose of this course is to make an introduction to planning and design of manufacturing facilities. A balance of traditional and analytical approaches to facilities planning will be presented. Principles of management and facility organization. Capacity and technology selection. Analysis of production plans and processes to compute equipment and manpower requirements. Facility location. Plant layout. Identification of production support activities such as receiving, inventory management, material handling, storage and warehousing, packaging and shipping, maintenance planning.

CIVL331 - Fluid Mechanics

Production, types, uses in construction, properties and related tests for the following materials are covered: gypsum, lime, cement, aggregates. Properties of fresh and hardened concrete and concrete mix design calculations. Bricks, building stones, plasters, steel, timber and polymers will also be covered.

 ozet buraya giriecek

Continuous-time and discrete-time signals and systems. Linear time-invariant (LTI) systems: system properties, convolution sum and the convolution integral representation, system properties, LTI systems described by differential and difference equations. Fourier series: Representation of periodic continuous-time and discrete-time signals and filtering. Continuous time Fourier transform and its properties: Time and frequency shifting, conjugation, differentiation and integration, scaling, convolution, and the Parseval’s relation. Representation of aperiodic signals and the Discrete-time Fourier transform. Properties of the discrete-time Fourier transform.

(Prerequisite: EENG223/INFE221)

Circuit variables and circuit elements. Some circuit simplification techniques. Techniques of circuit analysis. The operational amplifiers. The natural and step response of RL and RC circuits. Natural and step responses of RLC circuits. Sinusoidal steady-state analysis. Introduction to the Laplace Transform. The Laplace Transform in circuit analysis.

Storage structures and memory allocations. Primitive data structures. Data abstraction and Abstract Data Types.  Array and  record structures. Sorting algorithms and quick sort. Linear & binary search. Complexity of algorithms. String processing. Stacks & queues; stack operations, implementation of recursion, polish notation and arithmetic expressions. Queues and their implementations. Dequeues & priority queues. Linked storage representation and linked-lists. Doubly linked lists and circular lists. Binary trees. Tree traversal algorithms. Tree searching. General trees. Graphs; terminology, Operation on graphs and traversing algorithms. (Prerequisite: EENG112)

EENG232 Electromagnetics I

Review of vector calculus. Electrostatics in vacuum. Coulomb's and Gauss's laws. Electrostatic potential. Poisson's and Laplace's equations. Conductors in the presence of electrostatic fields. Method of images. Dielectrics; polarization. Dielectric boundary conditions. Capacitance. Electrostatic energy. Electrostatic forces by the virtual work principle. Steady currents. Ohm's and Joule's laws. Resistance calculations. Magnetostatics in vacuum. Ampere's force law. Biot-Savart law. Magnetic vector potential. Ampere's circuital law. Magnetic boundary conditions. Magnetic dipole. Magnetization. Hysteresis curve. Self and mutual inductance. Magnetic stored energy. Magnetic forces by the virtual work principle. (Prerequisite: MATH 152, PHYS 102)

Circuit variables, circuit elements. Simple resistive circuits. Techniques of circuit analysis. Topology in circuit analysis. Inductance and capacitance. State variables and state equations. Response of first-order RL, RC circuits. Natural and step responses of second-order RLC circuits. 

 (Prerequisite: MATH 151)

Basic computer organization and introductory microprocessor architecture. Introduction to assembly language programming: basic instructions, program segments, registers and memory.  Control transfer instructions; arithmetic, logic instructions; rotate instructions and bitwise operations in assembly language. Basic computer architecture: pin definitions and supporting chips. Memory and memory interfacing. Basic I/O and device interfacing: I/O programming in assembly and programmable peripheral interface (PPI). Interfacing the parallel and serial ports. (Prerequisite: EENG115).

Basic electrical quantities. Fundamental circuit laws. Sinusoidal steady-state analysis and transformers. Three-phase circuits. Principles of electromechanical energy conversion. DC and AC machines. Electrical safety

Definitions and units. Experimental laws and simple circuits. Techniques of circuit analysis. Inductance and capacitance. Source-free RL and RC circuits. Applications. The Unit-step forcing function. RLC circuits

Circuit variables and circuit elements. Some circuit simplification techniques. Techniques of circuit analysis. The operational amplifiers. The natural and step response of RL and RC circuits. Natural and step responses of RLC circuits. Sinusoidal steady-state analysis. Introduction to the Laplace Transform. The Laplace Transform in circuit analysis.

Electromagnetic induction; Faraday's and Lenz's laws; transformer and motional electromotive force; induction heating; transformer; displacement current; time-varying fields; Maxwell's equations; wave equations; time-harmonic fields; complex phasors; scalar and vector potential functions; plane waves in vacuum; plane waves in dielectrics and conductors; polarization; skin effect; electromagnetic energy and power; Poynting's theorem; reflection and refraction of plane waves at dielectric interfaces; Snell's laws; Fresnel formulas; critical angle; total internal reflection; total transmission; Brewster's angle; standing waves; transmission line theory; TEM waves; transmission line parameters; lossy and lossless lines; matching of transmission lines to their loads. 

 (Prerequisite: EEE 232)

Sinusoidal Sources and Phasors. AC Steady-State Analysis. AC Steady-State Power. Three-Phase Circuits. The Laplace Transforms. Circuit Analysis in the s-domain. Frequency Response. Mutual Inductance and Transformers. Two-port Circuits. (Prerequisite: EENG 223 Circuit Theory I)

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The fundamental concepts of modern digital VLSI circuit design using CMOS technology with an emphasis on “hands-on” IC design using CAD tools. An overview of CMOS technology. Combinational and sequential logic circuits including transistor level design of logic gates at the device and layout level. Clocking methods. Memory design and memory decode logic. Digital IC design flow. Hardware Description Languages (VHDL/Verilog), architectural aspects of a VHDL, synthesised VHDL on physical hardware. Low-power logic families such as DCVS and Adiabatic Logic and discuss the implications of modern methods on circuit design. Chip level design methodologies (full-custom, semi-custom and standard cell) exploration.

Circuit variables and circuit elements. Some circuit simplification techniques. Techniques of circuit analysis. The operational amplifiers. The natural and step response of RL and RC circuits. Natural and step responses of RLC circuits. Sinusoidal steady-state analysis. Introduction to the Laplace Transform. The Laplace Transform in circuit analysis.

Basic passive microwave components. Attenuators, phase shifters, directional couplers, T-junctions, hybrids, power dividers, magic T, circulators. Microwave Resonators. Cavity resonators. Rectangular and circular cavities. Excitation of cavity resonators. Dielectric resonators. Series and parallel resonant circuits. Transmission line resonators. Microwave Filters. Filter Design by the Insertion Loss Method. Filter transformations. Impedance and frequency scaling. Filter implementation. Active Microwave Circuits. Noise in microwave circuits. Transistor amplifier design. Oscillator design. Microwave sources. Solid-state and tube sources. Ferrite components. Ferrite isolators, phase shifters, circulators. .(Prerequisite: EENG331).

Basic antenna parameters. Transmission loss, radar equation. Retarded potentials, thin linear wire antennas. Hertzian dipole, small dipole, finite length and half-wavelength dipoles. Vector potentials, field equivalence principle. Rectangular and circular apertures. Horns. Induced current, parabolic reflectors. Array antennas, uniform and non-uniform aperture distributions, scanning arrays, pattern synthesis, planar arrays.

EE 534: Numerical Methods in Electromagnetics

Review of main analytical and numerical methods for field problems. Method of moments applied to static field, scattering and antenna problems. Hallen's and Pocklington's integral. The finite-difference method for static and time-varying fields. Variational methods, the Rayleigh-Ritz method. The finite-element method. Absorbing boundary conditions.

Definitions of physical systems, Component characterization. Elements of graph theory, basic postulates: circuit and cut-set equations. Formulation of system equations in matrix form. Branch, chord, mixed and state-space formulations. Solution of system equations, time-domain, s-domain solutions. Various applications to physical systems.

Circuit variables, circuit elements. Simple resistive circuits. Techniques of circuit analysis. Topology in circuit analysis. Inductance and capacitance. State variables and state equations. Response of first-order RL, RC circuits. Natural and step responses of second-order RLC circuits.

(Prerequisite: MATH 151)

Complex numbers. Algebra of complex numbers. Polar representation. Complex functions. Limit and continuity. Analyticity. Analytic functions. Cauchy-Riemann equations. Line integrals. Cauchy integral formula. Isolated singularities. Residue theorem. Numerical error. Solution of nonlinear equations. Convergence. Solution of linear system of equations: direct and iterative methods. Interpolation. Curve fitting. Numerical differentiation and integration.

Limits and continuity. Derivatives. Rules of differentiation. Higher order derivatives. Chain rule. Related rates. Rolle's and the mean value theorem. Critical Points. Asymptotes. Curve sketching. Integrals. Fundamental Theorem. Techniques of integration. Definite integrals. Application to geometry and science. Indeterminate forms. L'Hôpital's Rule. Improper integrals. Sequences, Infinite Series, Alternating series, Ratio, Root, Comparison Test

It is the purpose of this course to provide a survey of both the principles and practical techniques of cryptography and network security. The basic issues to be addressed by a network security capability are explored by providing a tutorial and survey of cryptography and network security technology. The course is self-contained. A background material will be provided as needed.

Discrete mathematics is the first non-calculus course for mathematics, computer science and engineering majors. This course introduces mathematical tools and techniques used to study discrete processes as opposed to continuous processes. Topics covered include such discrete concepts as basic set theory, functions, relations, recurrences, counting principles, fundamentals of propositional calculus and Boolean algebra, graphs and trees. The course also introduces proof techniques of mathematics including proof by induction, proof by truth table, proof by Venn diagram, pigeonhole principle, etc. This course is indeed prerequisite for logic design, operational research and other advance level courses in combinatorics, abstract algebra, mathematical modeling, geometry and topology.

Power series,Taylor Polynomials, Taylor Series, Maclaurin series, Lines and planes, Functions of Several Variables, Limits and Continuity, Partial Differentiation, Chain Rule, Tangent plane, Critical points, Global and Local Extrema, Directional Derivatives, Gradient, Divergence and Curl, Multiple integrals with applications, Triple integrals with applications, Triple integrals in Cylindrical and Spherical coordinates, Line-, Surface- and Volume Integrals, Independence of path, Green’s Theorem, Conservative Vector Fields, Divergence Theorem, Stoke’s Theorem.

Physics course for Dentistry

CATALOGUE DESCRIPTION

Atoms, molecules and ions; Mass relations in chemistry, stoichiometry; Gasses, the ideal gas law, partial pressures, mole fractions, kinetic theory of gases; Electronic structure and the periodic table; Thermochemistry, calorimetry, enthalpy, the first law of thermodynamics; Liquids and Solids; Solutions; Acids and Bases; Organic Chemistry.

AIMS & OBJECTIVES

This course is designed as a one-semester course for freshman engineering students. It offers the opportunity to the student to develop:

• an adequate background in fundamentals of descriptive, applied and theoretical chemistry.
• systematic problem solving skills through numerous conceptual and numerical problems requiring critical and analytical thinking skills in addition to a good grasp of chemical concepts.
• scientific literacy and awareness to become an informed citizen
• basic laboratory skills.

General Chemistry

AIMS & OBJECTIVES

(Relationship of Course to Program Outcomes)

The purpose of this course is to teach the basic and fundamental principles of organic chemistry and allowing the student to begin understanding the language of organic chemists.

An overview of the properties and characteristics of organic molecules is provided, and several key reactions and reaction mechanisms are discussed.

Organik kimyaya giriş; Bağlanma ve izomerlik; Organik bileşiklerin sınıflandırılması ve fonksiyonel gruplar; Alkanlar, alkenler, alkinler ve aromatik bileşikler; Organik halojen bileşikleri; Alkoller, fenoller ve tiyoller; Eterler ve epoksitler; Aldehitler ve ketonlar; Karboksilli asitler; Aminler, karbonhidratlar, amino asitler, peptitler ve proteinler ve lipidler; Enzim ve vitaminler; Beslenmede organik bileşiklerin rol ve etkileşimleri.