Industrial Electronics Engineering
The work of the Graduate in Electronics Industrial Engineering is linked to the productive processes and has as an objective to improve the quality of the products, satisfy the needs of the clients and make profitable the work of the industries. The engineer is also qualified to approach industrial projects of I+D+i.
The principal objetives of this degree are focused on the acquisition of aptitudes to develop the following related activities:
-Integration of Electronic Systems in the Industry.
-Automation and Processes control.
-Electronic Design.
-Industrial Communications.
-Electronic Instrumentation.
-Industrial Computer science.
-Management and Control of the Electric power.
-Robotics.
-Bioengineering, domotics and immotics.
Title Coordinator: Prof. Dr. D. José Carlos Palomares Salas
E-mail: josecarlos.palomares@uca.es
FIRST YEAR
10618001 – Algebra and Geometry(M1)6
Course description:
MATRICES, DETERMINANTS AND SYSTEMS
Matrices and Determinants. Definition of matrix. Linear operations with matrices. Product of matrices. Transposed matrix. Properties.
Types of matrices. Inverse matrix. Uniqueness and properties. Elementary operations. Elementary matrices. Equivalent matrices. Hermite canonical form. Gauss-Jordan method for calculating the inverse of a matrix.
Range of a matrix. Calculation of the range through elementary operations. Definition and properties of the determinant of a square matrix. Application of determinants.
LINEAR AND NON-LINEAR EQUATIONS SYSTEMS
Terminology and notations. Equivalent systems. Gauss removing method. Rouché–Capelli theorem. Homogeneous Systems: Nullspace of a matrix. Systems solving: methods and iterative.
VECTOR SPACE AND EUCLIDEAN SPACE
-Rn Vector Space. Definition and properties. Linear dependence and independence. Properties. Basis and dimension of Rn vector space. Vector’s coordinates. Change of basis in Rn. Vector subspaces. Characterisation. Equations of a subspace. Basis and dimension of a subspace.
-Rn Euclidean Vector Space.Scalar product. Module of a vector and angle between vectors. Orthogonal and orthonormal basis. Method for orthonormalisation of Gram–Schmidt.
DIAGONALIZATION OF MATRICES
Eigenvalues and eigenvectors of a square matrix. Properties. Diagonalizable matrix. Diagonalization.
Diagonalization of symmetric matrices by orthogonal similarity. Powers of a diagonalizable matrix. Jordan canonical form for matrices of order two and three.
CONICS AND QUADRICS
-Conics
Definition of conic. Matricial equation. Reduced equation of a conic. Classification and main elements of conics. Study of ordinary conics.
-Quadrics
Definition of quadric. Matricial equation. Reduced equation of a quadric. Classification of quadrics. Study of ordinary quadrics.
CURVES AND SURFACES
– Flat curves.
Concept of flat curve. Expressions of a curve: parametric, explicit and implicit.
Tangent and normal in a point of a curve. Singular points and Ordinary points. Flat curves in polar coordinates.
– Warped Curves
Definition of a curve in the space. Equations of a curve. Ordinary point and Singular point.
Arc length of a curve. Three-dimension space and Frenet Formula. Tangent, normal and binormal straight line. Curvature and twisting. Normal, rectifying and osculating planes.
– Surfaces
Concept of surface. Tangent plane and normal straight line to a surface. Surfaces of revolution and translation. Conical and cylindrical surfaces.
Course description:
MATRICES, DETERMINANTS AND SYSTEMS LINEAR AND NON-LINEAR EQUATIONS SYSTEMS VECTOR SPACE AND EUCLIDEAN SPACE -Rn Euclidean Vector Space.Scalar product. Module of a vector and angle between vectors. Orthogonal and orthonormal basis. Method for orthonormalisation of Gram–Schmidt. DIAGONALIZATION OF MATRICES CONICS AND QUADRICS -Quadrics CURVES AND SURFACES – Warped Curves – Surfaces |
10618002 – Calculus(M1)6
Course description:
FUNCTIONS OF A VARIABLE
Differential calculus of single variable functions. Real numbers and Complex numbers. Definition of function. Concept of continuity and limit. Calculation of limits. Concept of derivative. Interpreting the derivative. Calculation of derivatives. Mean value theorem. L’Hôpital’s rule Implicit derivative.
Integral calculus of single variable functions. Primitive function. Calculation of primitive functions. Problem of the area of a flat region. Riemann’s integral. Rieman’s integral properties. Mean value theorem. Fundamental Theorem of Calculus and Barrow’s rule. Applications of integrals. Improper integral.SEQUENCES AND SERIES
Real sequences. Limits of a sequence. Concepts of convergence and divergence. Real series: of positive terms, alternating and of whichever terms. Concepts of convergence and divergence. Geometric series and simple harmonic series. Convergence criteria. Power series. Taylor’s theorem. Taylor and McLaurin Series.
NUMERICAL METHODS
Numerical equation solving. Polynomial interpolation. Function approximation. Numerical differentiation and integration.
DIFFERENTIAL CALCULUS OF SEVERAL VARIABLES FUNCTIONS
Introduction to several variables functions. Surfaces in the space. Continuity and limits. Partial derivatives. Differentiability. Chain rule. Directional derivatives. Implicit derivative. Optimisation of several variables functions. Lagrange multipliers.
INTEGRAL CALCULUS OF SEVERAL VARIABLES FUNCTIONS
Iterated integrals. Double and Triple integrals. Applications. Variables changes: Polar, cylindrical and spherical coordinates.
Course description:
FUNCTIONS OF A VARIABLE NUMERICAL METHODS DIFFERENTIAL CALCULUS OF SEVERAL VARIABLES FUNCTIONS INTEGRAL CALCULUS OF SEVERAL VARIABLES FUNCTIONS |
10618010 – Graphic Expression and Aided Design (M1)6
Course description:
BASIC GEOMETRIC CONSTRUCTIONS.
Elementary geometry flat transformations. Geometric traces. Scales.
Translation, rotation, symmetry and homothesis affinity and homology diedric system
FUNDAMENTALS AND APPLICATIONS OF DISTANCES
Auxiliary views.
Rotations. Changes of plances projections of a flat figure angles.
Introduction to the study and representation of regular polyhedral surfaces.
Prism and pyramide cylinder and cone sphere.
DIMENSIONED DRAWING SYSTEM
Fundamentals and applications of distances.
Auxiliary views. Rotations. Angles.
Flat figures representations. Dimensioned representation of bodies and surfaces building roofs
Topographical surfaces.
INTRODUCTION TO AUTOCAD AIDED DESIGN BASIC CONCEPTS
Autocad environment.
Drawing and edition basic commands.
Course description:
BASIC GEOMETRIC CONSTRUCTIONS. FUNDAMENTALS AND APPLICATIONS OF DISTANCES DIMENSIONED DRAWING SYSTEM INTRODUCTION TO AUTOCAD AIDED DESIGN BASIC CONCEPTS |
10618005 – Physics I (M1)6
Course description:
INTRODUCTION TO PHYSICS
KINEMATICS; GENERAL CONCEPTS; STUDY OF MOVEMENTS PARTICLE DYNAMICS; NEWTON PRINCIPLES; WORK AND ENERGY SYSTEM OF PARTICLES DYNAMICS
RIGID BODY DYNAMICS
THERMODYNAMICS; HEAT AND TEMPERATURE; THERMODYNAMIC TRANSFORMATIONS
Course description:
INTRODUCTION TO PHYSICS KINEMATICS; GENERAL CONCEPTS; STUDY OF MOVEMENTS PARTICLE DYNAMICS; NEWTON PRINCIPLES; WORK AND ENERGY SYSTEM OF PARTICLES DYNAMICS RIGID BODY DYNAMICS THERMODYNAMICS; HEAT AND TEMPERATURE; THERMODYNAMIC TRANSFORMATIONS |
10618008 – Computer Science Fundamentals (M1)6
Course description:
THEORY
Introduction to computer science (4 hours) Definitions.
Computer basic functions.
Software: operative systems, programming languages and applications. Databases.
Course description:
THEORY |
PROGRAMMING FUNDAMENTALS (26 hours)
Introduction to the software life cycle.
Algorithm: concept, elements and representation. Structured programming.
Modular/top-down design.
WORK PLACEMENTS
Developing programmes under a programming language. Java (26 hours) Types of primitive data.
Variables, constants and operators. Selection and iteration statements. Text files.
Tables (vectors and matrices). Modular/top-down design
Use of computing applications in engineering (4 hours) Databases management system.
10618013 – Materials Science and Engineering (M2)6
Course description:
INTRODUCTION TO MATERIALS SCIENCE AND ENGINEERING
Introduction to Materials Science and Engineering.
STRUCTURE, LAYOUT AND MOVEMENT OF ATOMS.
Crystalline structures Crystalline defaults Diffusion in solids
PROPERTIES OF MATERIALS
Mechanical properties, break and tests. Other physical properties
Chemical properties
CONTROL OF PROPERTIES AND MICROSTRUCTURE
Plastic deformation in metals Phase diagrams
Phase transformations
Handling and controlling thermal, electrical, magnetic and optical properties.
ENGINEERING MATERIALS: PROPERTIES, APPLICATIONS AND PROCESSING.
Metallic alloys
Ceramic materials Polymeric materials Composite materials Functional materials.
SELECTION OF MATERIALS IN INDUSTRIAL DESIGN
Criteria for selecting materials
PRACTICAL UNIT
Thermal treatments: Normalised, hardened, tempered on F114 steel Charpy tests: impact toughness on F114 steel.
Resin deep-drawing of samples for metallographic preparation.
Tension tests on F114 steel: determination of the elastic module, elastic limit, tension resistance, shear stress, ductility, elastic energy and plastic energy.
Vickers, Rockwell and Brinell hardness tests.
Metallographic preparation and microscope observation of deep-drawn samples with different thermal treatment.INTRODUCTION TO MATERIALS SCIENCE AND ENGINEERING
Introduction to Materials Science and Engineering.
STRUCTURE, LAYOUT AND MOVEMENT OF ATOMS.
Crystalline structures Crystalline defaults Diffusion in solids
PROPERTIES OF MATERIALS
Mechanical properties, break and tests. Other physical properties
Chemical properties
CONTROL OF PROPERTIES AND MICROSTRUCTURE
Plastic deformation in metals Phase diagrams
Phase transformations
Handling and controlling thermal, electrical, magnetic and optical properties.
ENGINEERING MATERIALS: PROPERTIES, APPLICATIONS AND PROCESSING.
Metallic alloys
Ceramic materials Polymeric materials Composite materials Functional materials.
SELECTION OF MATERIALS IN INDUSTRIAL DESIGN
Criteria for selecting materials
PRACTICAL UNIT
Thermal treatments: Normalised, hardened, tempered on F114 steel Charpy tests: impact toughness on F114 steel.
Resin deep-drawing of samples for metallographic preparation.
Tension tests on F114 steel: determination of the elastic module, elastic limit, tension resistance, shear stress, ductility, elastic energy and plastic energy.
Vickers, Rockwell and Brinell hardness tests.
Metallographic preparation and microscope observation of deep-drawn samples with different thermal treatment.
Course description:
INTRODUCTION TO MATERIALS SCIENCE AND ENGINEERING STRUCTURE, LAYOUT AND MOVEMENT OF ATOMS. PROPERTIES OF MATERIALS CONTROL OF PROPERTIES AND MICROSTRUCTURE ENGINEERING MATERIALS: PROPERTIES, APPLICATIONS AND PROCESSING. SELECTION OF MATERIALS IN INDUSTRIAL DESIGN PRACTICAL UNIT STRUCTURE, LAYOUT AND MOVEMENT OF ATOMS. PROPERTIES OF MATERIALS CONTROL OF PROPERTIES AND MICROSTRUCTURE ENGINEERING MATERIALS: PROPERTIES, APPLICATIONS AND PROCESSING. SELECTION OF MATERIALS IN INDUSTRIAL DESIGN PRACTICAL UNIT |
10618003 – Statistics (M1)6
Course description:
DESCRIPTIVE STATISTICS
REGRESSION AND CORRELATION
THEORY OF PROBABILITY.CALCULATION OF PROBABILITIES
ONE-DIMENSIONAL AND TWO-DIMENSIONAL RANDOM VARIABLES.
DISCRETE AND CONTINUOUS DISTRIBUTIONS
STATISTICAL INFERENCE
POINT AND INTERVAL ESTIMATION
HYPOTHESIS TESTING. PARAMETERS HYPOTHESIS TESTING
INTRODUCTION TO OPTIMISATION
Course description:
DESCRIPTIVE STATISTICS REGRESSION AND CORRELATION THEORY OF PROBABILITY.CALCULATION OF PROBABILITIES ONE-DIMENSIONAL AND TWO-DIMENSIONAL RANDOM VARIABLES. DISCRETE AND CONTINUOUS DISTRIBUTIONS STATISTICAL INFERENCE POINT AND INTERVAL ESTIMATION HYPOTHESIS TESTING. PARAMETERS HYPOTHESIS TESTING INTRODUCTION TO OPTIMISATION |
10618006 – Physics II (M1)6
Course description:
OSCILLATIONS
WAVES: CHARACTERISATION; PROPAGATION
FIELDS OF CENTRAL FORCES; ELECTROSTATIC FIELD; GRAVITATIONAL FIELD ELECTRIC CURRENT
MAGNETOSTATIC FIELD ELECTROMAGNETIC INDUCTION
Course description:
OSCILLATIONS WAVES: CHARACTERISATION; PROPAGATION FIELDS OF CENTRAL FORCES; ELECTROSTATIC FIELD; GRAVITATIONAL FIELD ELECTRIC CURRENT MAGNETOSTATIC FIELD ELECTROMAGNETIC INDUCTION |
10618009 – Business management and organisation6
Course description:
THE COMPANY AND THE ECONOMIC SYSTEM
Concept of economy
The transformation curve
Fundamental economic problems The economic systems
The economic agents
Introduction to the markets functioning
THE COMPANY AS AN ECONOMIC REALITY
Concept of company. Functions of companies
The constituting elements of a company. Classification of companies
The companies according to their legal form. Concept of businessman
The businessman within the current company reality. The entrepreneurs
THE COMPANY AS A SYSTEM
Managing roles
Concept and properties of the systems
Typology of the systems
Conceptual elements of the company as a system
The subsystems within the company
The business environment
THE FINANCIAL FUNCTION
Investment and funding
Fundamental preliminary concepts
The planned investment
Funding sources or instruments in the company
The own resources
The third party’s resources
Profit and profitability
MARKETING IN THE COMPANY
The commercial subsystem. Definition of marketing
The market: concept, segmentation and strategies. The marketing-mix
The product. The price
The place. The promotion
THE PRODUCTION SUBSYSTEM
The production activity: concept and types
Concept and elements of the production subsystem. Types of production processes
Goals and decisions when administering production
THE EFFICIENCY IN THE COMPANY
Efficiency measures. The productivity
Graphical analysis of the productivity functions. Elements affecting productivity
Concept and classification of costs
DIMENSION OF INSTALLATIONS
Concept and criteria for dimension measures
Dimension and scale economies
Dimension and structure of costs
Dimension, occupation rate and hysteresis of costs
Methodology for determining the production capacity
DECISIONS ON INSTALLATIONS LOCATIONS
Decisions on company location and its installations Strategies for multisite location
Procedures and elements for the decision-making process Quantitative methods for location
PHYSICAL DISTRIBUTION OF INSTALLATIONS
Concept, objectives and elements for on-site distribution
Types of on-site distribution
Methods for installations distribution
DESIGNING AND MEASURING WORK
Design of work
Study of work methods Study of times
PROJECT PLANNING, PROGRAMMING AND CONTROL
Concept and stages in project management Concept and types of control
Scope of control
Project planning and control techniques
Course description:
THE COMPANY AND THE ECONOMIC SYSTEM THE COMPANY AS AN ECONOMIC REALITY THE COMPANY AS A SYSTEM THE FINANCIAL FUNCTION MARKETING IN THE COMPANY THE PRODUCTION SUBSYSTEM THE EFFICIENCY IN THE COMPANY DIMENSION OF INSTALLATIONS DECISIONS ON INSTALLATIONS LOCATIONS PHYSICAL DISTRIBUTION OF INSTALLATIONS DESIGNING AND MEASURING WORK PROJECT PLANNING, PROGRAMMING AND CONTROL |
10618007 – Chemistry (M1)6
Course description:
STRUCTURE OF MATTER
QUANTITATIVE ASPECTS OF CHEMISTRY
MATTER AGGREGATION STATES
LIQUID STATE AND DISSOLUTIONS
CHEMICAL THERMODYNAMICS
CHEMICAL KINETICS
CHEMICAL BALANCE
ACID-BASE REACTIONS
OXIDATION REDUCTION REACTION
CHEMICAL FUNDAMENTALS OF CORROSION ORGANIC CHEMISTRY
Course description:
STRUCTURE OF MATTER QUANTITATIVE ASPECTS OF CHEMISTRY MATTER AGGREGATION STATES LIQUID STATE AND DISSOLUTIONS CHEMICAL THERMODYNAMICS CHEMICAL KINETICS CHEMICAL BALANCE ACID-BASE REACTIONS OXIDATION REDUCTION REACTION CHEMICAL FUNDAMENTALS OF CORROSION ORGANIC CHEMISTRY |
SECOND YEAR
10618004 – Further Mathematics (M1)6
Course description:
VECTOR ANALYSIS
Vector fields. Line integrals. Conservative vector field and independence of path. Green’s theorem. Surface integrals. Divergence. Divergence theorem. Rotational. Stokes’ theorem.
ORDINARY DIFFERENTIAL EQUATIONS (ODE)
Origin, definition and classification of the ODE. Main concepts. Solutions. Type of solutions.
FIRST ORDER ODE:
Existence and uniqueness of solution theorem. Geometric interpretation of the equation. y’=F(x,y)(placements).
Differential equations (DE) with separable to reducible variables. Reducible to homogeneous DE. Exact DE. Reducible to exact: Integrating factor. First order linear DE. Definitions. Resolution. Bernouilli equation. Orthogonal and isogonal trajectories.
INTRODUCTION TO THE PARTIAL DIFFERENTIAL EQUATIONS
LINEAR DE OF SECOND ORDER OR HIGHER
Definitions. Existence and uniqueness theorem. Vector treatment of solutions. Linear Homogeneous Constant-Coefficient ODE: cases for resolution. Full linear ODE: undetermined coefficients method and method of variations of parameters. Variable changes. Euler equation. Converting a linear equations system into a higher order equation
POWER SERIES SOLUTION OF DIFFERENTIAL EQUATIONS
Application of the power series to the solution of equations.
LAPLACE TRANSFORM
Introduction. Definition. Calculation of transforms of elementary functions. Properties. Convolution product. Inverse transform. Properties. Application for the solution of differential equations and integrals and linear equations systems.
Course description:
VECTOR ANALYSIS ORDINARY DIFFERENTIAL EQUATIONS (ODE) FIRST ORDER ODE: INTRODUCTION TO THE PARTIAL DIFFERENTIAL EQUATIONS LINEAR DE OF SECOND ORDER OR HIGHER POWER SERIES SOLUTION OF DIFFERENTIAL EQUATIONS LAPLACE TRANSFORM |
10618018 – Elasticity and Resistance of Materials I (M2)6
Course description:
INTRODUCTION AND PRELIMINARY CONCEPTS
Object and purpose. Model of solid. Mechanical prism.
Balance conditions and stresses.
Course description:
INTRODUCTION AND PRELIMINARY CONCEPTS |
STRESSES
Stress vector. Stress matrix. Main stresses and directions Intrinsic component. Mohr circles.
DEFORMATIONS
Deformation vector. Deformation matrix. Main deformations and directions Intrinsic components Mohr circles.
GENERAL SETTINGS OF THE ELASTIC PROBLEM
Tension test. Hooke law. Transverse deformations. Poisson’s coefficient. Principle of superposition.
Generalised Hooke’s law. Lame’s equation.
THEORIES OF ANELASTIC ACTION
Introduction. Mohr criteria of limit states. Other criteria
THEORY OF FORCES. STATIC CHARACTERISTICS OF THE SECTION
Forces. Moments. Centre of gravity. Static moment. Moment of inertia.
AXIALS
Introduction. Axial diagrams Stresses. Deformations.
SHEAR AND BENDING
Introduction. Shear and bending diagrams.
BENDING STRESSES
Pure bending, Navier-Stokes law. Simple bending. Relation shear and bending.
BENDING DEFORMATIONS
Introduction. The elastics.
Mohr’s Theorems.
BUCKLING
Introduction. Critical load. Effective length.
Buckling according to Eurocodes.
10618022 – Environmental technology (M3)6
Course description:
AIR AND ACOUSTIC POLLUTION
The atmosphere and its main pollutants.
General principles on gas emissions treatment. Operations and processes for gas emissions treatment. Acoustic pollution.
Course description:
AIR AND ACOUSTIC POLLUTION |
WASTE POLLUTION
Introduction to waste regulations. Urban wastes.
Hazardous wastes. Radioactive wastes.
Soil pollution and repair.
ENVIRONMENTAL MANAGEMENT
Environmental impact assessment. Environmental management systems.
Life cycle analysis. Green labelling.
WATER POLLUTION
The natural water environment and the waste waters Physical operations for waste waters treatment. Chemical processes for waste waters treatment. Biological processes for waste waters treatment. Treatment and management of sludge.
Examples of waste waters treatment plants.
10618017 – Theory of Mechanisms and Machines (M2)6
Course description:
STATICS OF THE RIGID SOLID
KINEMATICS AND DYNAMIC OF THE RIGID SOLID
Kinematics of machines and mechanisms
Dynamics of machines and mechanisms
GENERAL CONCEPTS ON MACHINES AND MECHANICMS
LEVIES AND GEARS
Course description:
STATICS OF THE RIGID SOLID KINEMATICS AND DYNAMIC OF THE RIGID SOLID GENERAL CONCEPTS ON MACHINES AND MECHANICMS LEVIES AND GEARS |
10618011 – Thermotechnics (M2)6
Course description:
PROPERTIES AND STATES OF PURE SUBSTANCES
APPLICATIONS OF THE THERMODYNAMICS PRINCIPLES
MECHANISMS FOR HEAT TRANSFER
Conduction, convection and radiation
Combined applications of the heat transfer mechanisms heat exchangers
Course description:
PROPERTIES AND STATES OF PURE SUBSTANCES MECHANISMS FOR HEAT TRANSFER |
10618016 – Automatics (M2)6
Course description:
INTRODUCTION TO AUTOMATICS REGULATION
Introduction to Automatics regulation. Description of Control Systems. Revision of mathematical basis and modelling of dynamic systems
Time response Analysis. Structures of industrial regulators.
INTRODUCTION TO AUTOMATION
Definitions and structures.
Introduction to logic systems
Combinational and Sequential Systems and Applications.
INTRODUCTION TO MODELLING OF AUTOMATION SYSTEMS AND PROGRAMMABLE AUTOMATES
Introduction to modelling of Automation Systems. Petri networks. The programmable automates. Structure, programming
Industrial applications.
Course description:
INTRODUCTION TO AUTOMATICS REGULATION INTRODUCTION TO AUTOMATION INTRODUCTION TO MODELLING OF AUTOMATION SYSTEMS AND PROGRAMMABLE AUTOMATES |
10618015 – Electronics (M2)6
Course description:
THE P-N JUNCTION AS A DIODE
Qualitative theory of the P-N junction Characteristics and functioning of the diode. Approaches.
Circuits with diodes. Rectification.
The Zener diode. The Zener regulator.
THE BIPOLAR JUNCTION TRANSISTOR (BJT)
Morphology.
Functioning regions. Characteristic curves.
The BJT as an amplifier. The BJT as a switch.
Pulse Wide Modulation (PWM). JOINT FIELD EFFECT TRANSISTOR (JFET)
Morphology.
Functioning regions. Characteristic curves.
The MOSFET as an amplifier. The MOSFET as a switch.
THE OPERATIONAL AMPLIFIER (OA)
Amplification and features. The feedback.
OA ideal model. Basic settings.
DIGITAL ELECTRONICS AND DIGITAL INTEGRATED CIRCUITS
Analogue vs digital. Binary system.
Digital encoding of information. A/D and D/A converters. The clock.
Series/parallel communications. Logic gates.
Design and optimisation of logic circuits. Logic families.
Course description:
THE P-N JUNCTION AS A DIODE THE BIPOLAR JUNCTION TRANSISTOR (BJT) THE OPERATIONAL AMPLIFIER (OA) DIGITAL ELECTRONICS AND DIGITAL INTEGRATED CIRCUITS |
10618014 – Electrotechnics (M2)6
Course description:
METHODS FOR CIRCUITS ANALYSIS
Introduction
Course description:
METHODS FOR CIRCUITS ANALYSIS |
RESISTIVE CIRCUITS COILS AND CONDENSERS
Methods for circuits analysis
SINGLE PHASE AND THREE-PHASES CIRCUITS ANALYSIS SINUSOIDAL SIGNALS
Analysis in the sinusoidal steady state Power in the sinusoidal steady state Three-phases balanced systems.
ELECTROMETRICS
Fundamentals of electrical measurements Analogue and digital instruments Conditioning of signal Measurement methods.
BASIC PRINCIPLES OF ELECTRICAL MACHINES
Basic elements of electrical machines Balance of energy in electrical machines Classification of electrical machines.
10618019 – Manufacturing Engineering (M2)6
Course description:
LABORATORY PLACEMENTS
Workshop security Metrology Sand moulding
Conventional machining and CNC Welding
PROBLEMS
Metrology
Forming technologies and processes with material preservation Forming technologies and processes with material removing Joining technologies
THEORY
Manufacturing systems
Manufacturing engineering and processes
CAx Systems and Manufacturing management systems. CIM Production systems. Plant engineering Emerging manufacturing systems
METROLOGY
Fundamentals of metrology Dimensional metrology Metrology of lengths and angles
Metrology of surface finish Metrology of forms
Adjustment and tolerances
FORMING TECHNOLOGIES AND PROCESSES
Forming technologies and processes with material preservation
Introduction to forming with material preservation
Consolidation processes
Deformation processes. Advanced processes
FORMING TECHNOLOGIES AND PROCESSES WITH MATERIAL REMOVING
Introduction to forming processes with material removing Conventional machining processes
Cutting tools Machining fundamentals
JOINING TECHNOLOGIES
Introduction to forming with provision of material Welding joining processes
Symbolic representation of welding Advanced processes with provision of material
Course description:
LABORATORY PLACEMENTS PROBLEMS THEORY METROLOGY FORMING TECHNOLOGIES AND PROCESSES FORMING TECHNOLOGIES AND PROCESSES WITH MATERIAL REMOVING JOINING TECHNOLOGIES |
10618012 – Fluid Mechanics (M2)6
Course description:
CALCULATION OF PIPELINES, CHANNELS AND FLUID SYSTEMS
ONE DIMENSIONAL LAMINAR FLOW IN LIQUIDS IDEAL FLUIDS
BASIC PRINCIPLES IN FLUID MECHANICS
Statics of fluids Kinematics
Integrals applied to finite volumes.
CONSERVATION OF MASS EQUATION
Continuity equation
Equation of conservation of quantity of momentum. Integral form.
Differential form Equation of conservation of energy. Integral form. Differential form.
PROPERTIES OF FLUIDS AND DIMENSIONAL ANALYSIS
Introduction.
Forces acting on a fluid Thermodynamics. Transport phenomena Dimensional analysis.
Course description:
CALCULATION OF PIPELINES, CHANNELS AND FLUID SYSTEMS ONE DIMENSIONAL LAMINAR FLOW IN LIQUIDS IDEAL FLUIDS BASIC PRINCIPLES IN FLUID MECHANICS CONSERVATION OF MASS EQUATION PROPERTIES OF FLUIDS AND DIMENSIONAL ANALYSIS |
THIRD YEAR – Industrial Electronics specific technology
10618021 – Industrial Design (M3)6
Course description:
INTRODUCTION TO INDUSTRIAL TECHNICAL DESIGN. INDUSTRIAL FORMS AND THEIR STANDARDISED REPRESENTATIONS
The industrial technical design instrumentation and its practices standardised representations.
Conventionalisms in industrial design.
Cuts, sections, breaks and other conventionalisms auxiliary views
Sketching.
DIMENSIONING
General on dimensioning.
Dimensioning according to manufacturing process.
SIGNS FOR SURFACE FINISHES
Surfaces finishing symbols of surface status.
TOLERANCES
Dimensional tolerances. Geometric tolerances.
CONSTRUCTION ELEMENTS: NON DETACHABLE JOINTS
Riveting and welding.
CONSTRUCTION ELEMENTS: dETACHABLE JOINTS
Flange and threads.
Screws, nuts and washers.
Supplementary security systems. Keys and keyseats. Hinge pins.
ORGANS OF MACHINES
Trees. Couplings. Spring bases. Pulleys
Toothed wheels.
ENSEMBLE AND EXPLODED DIAGRAM
General considerations.
USEFUL CONSIDERATIONS FOR INDUSTRIAL DESIGN ALIGNMENT. SYMBOLS AND STANDARDISATION
basic concepts for isometric alignment of pipes in processes plants. symbols
and standardisation
basic concepts for alignment of electrical schemes. symbols and standardisation basic concepts for alignment of printed circuits. symbols and standardisation
AIDED DESIGN
Design aids and edition dimensioning
Blocks and attributes
Course description:
INTRODUCTION TO INDUSTRIAL TECHNICAL DESIGN. INDUSTRIAL FORMS AND THEIR STANDARDISED REPRESENTATIONS DIMENSIONING SIGNS FOR SURFACE FINISHES TOLERANCES CONSTRUCTION ELEMENTS: NON DETACHABLE JOINTS CONSTRUCTION ELEMENTS: dETACHABLE JOINTS ORGANS OF MACHINES ENSEMBLE AND EXPLODED DIAGRAM USEFUL CONSIDERATIONS FOR INDUSTRIAL DESIGN ALIGNMENT. SYMBOLS AND STANDARDISATION basic concepts for isometric alignment of pipes in processes plants. symbols AIDED DESIGN |
10618032 – Further Electrotechnics(M4)6
Course description:
GENERAL ON ELECTRICAL MACHINES STATIC ELECTRICAL MACHINES
ROTATIONAL ELECTRICAL MACHINES
FIRST PART ELEMENTS OF MANOEUVRE, COMMAND, CONTROL AND PROTECTION OF ELECTRICAL ENGINES ELECTRICAL DRIVERS OF CC AND AC
Course description:
GENERAL ON ELECTRICAL MACHINES STATIC ELECTRICAL MACHINES ROTATIONAL ELECTRICAL MACHINES FIRST PART ELEMENTS OF MANOEUVRE, COMMAND, CONTROL AND PROTECTION OF ELECTRICAL ENGINES ELECTRICAL DRIVERS OF CC AND AC |
10618033 – Analogue Electronics(M4)6
Course description:
AMPLIFICATION. INTEGRATED AMPLIFIERS.
Introduction.
Types and characteristics. Power and decibels.
The model of voltage booster. Response in frequency in amplifiers. Supply sources and
performance.
THE OPERATIONAL AMPLIFIER. ANALYSIS AND FEEDBACK
Introduction.
The ideal operational amplifier.
Deviations from the idealized operational amplifier.
Structure of operational amplifier.
Feedback: concepts, interpretation, advantages and disadvantages. Types of feedback.
Practical feedback networks with operational amplifiers. Basic amplifier circuits.
LINEAR APPLICATIONS WITH OPERATIONAL AMPLIFIERS. SPECIAL AMPLIFIERS
Introduction.
The differential amplifier.
The instrumentation amplifier.
The converter voltage-current and current-voltage. Offset compensation.
Accuracy rectifiers: medium wave and double wave. Peak detector.
NON LINEAR APPLICATIONS OF OPERATIONAL AMPLIFIERS
The operational amplifier as a comparator. Commercial comparators.
Comparators with hysteresis. Clippers-limiters.
Exponential amplifier. Logarithmic amplifier.
FILTERS
Introduction.
First order passive and active filters. Second order passive and active filters. Delyiannis-
Friend passband filters.
Universal filters. Transitional response
OSCILLATORS
Introduction. Waveform.
Basic feedback principles. Barkhausen’s criteria. Generic oscillator.
Wien bridge oscillator. Phase displacement oscillator. Twin-T network oscillator.
Hartley Oscillator. Colpitts Oscillator. RC digital oscillator. Glass oscillator.
APPLICATIONS
Regulated voltage sources. Capacity commutation.
The 555 integrated timer. Voltage generators.
Analogue multipliers. Other integrated functions.
Course description:
AMPLIFICATION. INTEGRATED AMPLIFIERS. THE OPERATIONAL AMPLIFIER. ANALYSIS AND FEEDBACK LINEAR APPLICATIONS WITH OPERATIONAL AMPLIFIERS. SPECIAL AMPLIFIERS NON LINEAR APPLICATIONS OF OPERATIONAL AMPLIFIERS FILTERS OSCILLATORS APPLICATIONS |
10618034 – Digital Electronics(M4)6
Course description:
LOGIC GATES ANALYSIS
Design with integrated Logic gates
ANALYSIS AND DESIGN OF CIRCUITS
Analysis and design of combinational circuits.
Analysis and design of arithmetic circuits.
Analysis and design of circuits with bistables
SEQUENTIAL CIRCUITS:
Analysis and design of counter circuits. and Analysis design with registers.
AUXILIARY DIGITAL CIRCUITS
ANALYSIS AND DESIGN OF MICRO-PROGRAMMABLE CIRCUITS
The free hardware.
Course description:
LOGIC GATES ANALYSIS ANALYSIS AND DESIGN OF CIRCUITS SEQUENTIAL CIRCUITS: AUXILIARY DIGITAL CIRCUITS ANALYSIS AND DESIGN OF MICRO-PROGRAMMABLE CIRCUITS |
10618037 – Automatic Regulation(M4)6
Course description:
COMPONENTS AND STRUCTURES OF AN AUTOMATIC REGULATION SYSTEM
MODELLING OF CONTROL SYSTEMS
MASTER OF TIME AND SYSTEMS SIMULATIONS
QUALITATIVE ANALYSIS OF THE TIME RESPONSE
DESIGN OF CONTROLLERS; INTRODUCTION TO DIGITAL CONTROL
Course description:
COMPONENTS AND STRUCTURES OF AN AUTOMATIC REGULATION SYSTEM MODELLING OF CONTROL SYSTEMS MASTER OF TIME AND SYSTEMS SIMULATIONS QUALITATIVE ANALYSIS OF THE TIME RESPONSE DESIGN OF CONTROLLERS; INTRODUCTION TO DIGITAL CONTROL |
10618023 – Production Management (M3)3
Course description:
INTRODUCTION TO PLANNING AND CONTROL OF PRODUCTION INVENTORY MANAGEMENT
AGGREGATE PLANNING MASTER PROGRAMMING COMPONENTS PROGRAMMING
VERY SHORT TERM PLANNING AND CONTROL
Course description:
INTRODUCTION TO PLANNING AND CONTROL OF PRODUCTION INVENTORY MANAGEMENT AGGREGATE PLANNING MASTER PROGRAMMING COMPONENTS PROGRAMMING VERY SHORT TERM PLANNING AND CONTROL |
10618024 – Industrial Risk Prevention (M3)3
Course description:
INTRODUCTION TO LABOUR RISK PREVENTION
ORGANISATION OF THE PREVENTION IN-COMPANY
RESPONSIBILITIES AND PENALTIES CONCERNING PREVENTION. PERSONAL PROTECTION EQUIPMENT.
MINIMUM PROVISIONS ON SAFETY AND HEALTH SIGNALLING. SAFETY AND PREVENTION IN ELECTRICAL AND OXY ACETYLENE WELDING HANDLING, MOVING AND TRANSPORTING LOADS.
MACHINES SECURITY AGAINST MECHANICAL RISKS SECURITY PROVISIONS AT WORK PLACES PREVENTION AND PROTECTION AGAINST FIRES. ELECTRICAL RISKS
ASSESSMENT OF POLLUTANTS. CHEMICAL POLLUTANTS. RADIATIONS SECURITY AND HEALTH STUDIES IN CONSTRUCTION WORKS
Course description:
INTRODUCTION TO LABOUR RISK PREVENTION ORGANISATION OF THE PREVENTION IN-COMPANY RESPONSIBILITIES AND PENALTIES CONCERNING PREVENTION. PERSONAL PROTECTION EQUIPMENT. MINIMUM PROVISIONS ON SAFETY AND HEALTH SIGNALLING. SAFETY AND PREVENTION IN ELECTRICAL AND OXY ACETYLENE WELDING HANDLING, MOVING AND TRANSPORTING LOADS. MACHINES SECURITY AGAINST MECHANICAL RISKS SECURITY PROVISIONS AT WORK PLACES PREVENTION AND PROTECTION AGAINST FIRES. ELECTRICAL RISKS ASSESSMENT OF POLLUTANTS. CHEMICAL POLLUTANTS. RADIATIONS SECURITY AND HEALTH STUDIES IN CONSTRUCTION WORKS |
10618038 – Industrial Automation(M4)6
Course description:
INTRODUCTION TO INDUSTRIAL AUTOMATION
Fundamentals of industrial control
Conventional automatisms
Acting sensors
Conditioning of signals
LOGIC CONTROLLERS AND HALF-MEDIA CIRCUITS
Logic controllers
Programmable logic devices
Design of logic controllers with programmable logic devices
PROGRAMMABLE AUTOMATES
Introduction to the programmable automate
Programming of the automate Grafcet methodology, specific Gemma Interfaces guide
INDUSTRIAL PROCESSES CONTROL
SCADA Systems
Industrial communication networks Distributed control systems
Standardisation and protection levels of industrial equipment
Course description:
INTRODUCTION TO INDUSTRIAL AUTOMATION LOGIC CONTROLLERS AND HALF-MEDIA CIRCUITS PROGRAMMABLE AUTOMATES INDUSTRIAL PROCESSES CONTROL |
10618035 – Power Electronics(M4)6
Course description:
INTRODUCTION TO POWER ELECTRONICS
General on different types of electrical energy conversion. General blocks scheme of a power system.
Circuits in the power systems. Basic functions. Waveforms and characteristic values. Scope of application.
SPECIFIC COMPONENTS OF POWER ELECTRONICS
Thyristor and GTO. Block and conduction status. Ways of pulse. Times of pulse. Characteristics of gates. Blocking procedures.
Other components
STATIC SWITCHES
General characteristics.
CC static switches Block by parallel condenser. Block with inductance series with
load.
AC static switches. Natural block switches. Forced block switches.
REGULATORS
Introduction. Basic concepts.
CC dissipative and non-dissipative regulators. Classification. Types of regulators. Choppers.
Analysis chopper type A. Inverse, direct, elevator and buck. Analysis of chopper type B.
Analysis of chopper type C. Analysis of chopper type D.
Commutation in choppers. Commutation in resonant series circuit. Commutation in resonant parallel circuit.
Control circuits.
CONTROLLED RECTIFIERS
Introduction.
Single phase rectifier. Medium wave and bridge rectifier. Synchronisation pulse circuit. Simple polyphase rectifiers.
INVERSORS
Settings of the power circuit.
The inverter as an intensity source. Regulation and filtration of output voltage. Study of a branch of an inverter bridge.
Half bridge inverter. Full bridge inverter. Three-phase bridge.
AC/AC CONVERTERS
Introduction. Regulators of alternate current.
Advantages of the modulation of vector space over the sinusoidal modulation. Applications.
PRACTICE
Basic CC circuit for pulsing a thyristor by gate.
AC Circuit. Static switches. Control of pulse of a thyristor between 0º and 90º. AC Circuit. Control of pulse of a thyristor between 0º and 180º.
CC-CC Converters, voltage elevator. CC-CC Converters, voltage reducer.
Controlled rectifiers. Full wave controlled single phase rectifier.
Course description:
INTRODUCTION TO POWER ELECTRONICS SPECIFIC COMPONENTS OF POWER ELECTRONICS STATIC SWITCHES REGULATORS CONTROLLED RECTIFIERS INVERSORS Settings of the power circuit. AC/AC CONVERTERS PRACTICE |
10618039 – Industrial Computer Science(M4)6
Course description:
Review of basic concepts. Language fundamentals C. Introduction to micro-controllers Micro-controller LPC4088.
Organisational Chart
Input/output ports. Timers.
Analogue/digital converter. Interruptions.
Point-to-point communication RS 232.
Communication buses SPL I2C CAN, Ethernet, USB Real time systems.
Course description:
Review of basic concepts. Language fundamentals C. Introduction to micro-controllers Micro-controller LPC4088. Organisational Chart |
10618036 – Electronic Instrumentation(M4)6
Course description:
CHARACTERISTICS OF THE ELECTRONIC MEASUREMENT DEVICES OSCILLOSCOPES
FREQUENCY METERS AND METERS
IMPENDANCE METERS AND PARAMETERS OF COMPONENTS SIGNAL GENERATORS AND SYNTHESIZERS
INTERFERENCES
PROGRAMMABLE ELECTRONIC INSTRUMENTS (GPIB. IEEE-488.2) SAMPLING AND QUANTIFICATION
FRONTAL STAGE
DIGITAL/ANALOGUE AND ANALOGUE/DIGITAL CONVERSION AND CLASSIFICATION OF SENSORS AND TRANSDUCTORS
LINEAR DISPLACEMENT TRANSDUCERS AND POSITION SWITCHES
ANGLE DISPLACEMENT TRANSDUCERS SPEED AND ACCELERATION TRANSDUCERS TEMPERATURE TRANSDUCERS PRESSURE TRANSDUCERS
MEASURING FLOW MEASURING LEVEL PLACEMENTS IN LABORATORY
Course description:
CHARACTERISTICS OF THE ELECTRONIC MEASUREMENT DEVICES OSCILLOSCOPES FREQUENCY METERS AND METERS IMPENDANCE METERS AND PARAMETERS OF COMPONENTS SIGNAL GENERATORS AND SYNTHESIZERS INTERFERENCES PROGRAMMABLE ELECTRONIC INSTRUMENTS (GPIB. IEEE-488.2) SAMPLING AND QUANTIFICATION FRONTAL STAGE DIGITAL/ANALOGUE AND ANALOGUE/DIGITAL CONVERSION AND CLASSIFICATION OF SENSORS AND TRANSDUCTORS LINEAR DISPLACEMENT TRANSDUCERS AND POSITION SWITCHES ANGLE DISPLACEMENT TRANSDUCERS SPEED AND ACCELERATION TRANSDUCERS TEMPERATURE TRANSDUCERS PRESSURE TRANSDUCERS MEASURING FLOW MEASURING LEVEL PLACEMENTS IN LABORATORY |
FOURTH YEAR
10618020 – Engineering Projects (M2)6
Course description:
INTRODUCTION TO ENGINEERING PROJECT
The engineering work: the industrial expert.
The technical department and its organisation. Applications of computer science in the technical department. Assessments, valuations, technical reports and certificates.
The industrial project: definition, object, stages, formal presentation and structure, processing.
DOCUMENTS OF THE PROJECT
Documents of the project: table of contents report and annexes. Documents of the project: planes.
Documents of the project: tender specifications. Documents of the project: status of measurements. Documents of the project: budget.
Documents of the project: reliable studies construction works management.
REGULATIONS AND LEGISLATION
The rules
Course description:
INTRODUCTION TO ENGINEERING PROJECT DOCUMENTS OF THE PROJECT REGULATIONS AND LEGISLATION |
Advance Training Optional Courses (M5)
10618049 – Chemical Processes Engineering6
Course description:
The chemical engineering
The industrial chemical processes Flowcharts
UNIT OPERATIONS IN THE CHEMICAL INDUSTRY.
Unit operation. Classification. Operations of matter transfer. Operations of heat transfer.
Operations of transport of quantity of movement. Supplementary operations.
Chemical unit operation.
MACROSCOPIC BALANCES OF MATTER AND ENERGY Matter balances
Energy balances
Course description:
The chemical engineering UNIT OPERATIONS IN THE CHEMICAL INDUSTRY. MACROSCOPIC BALANCES OF MATTER AND ENERGY Matter balances |
10618050 – Industrial Thermal Installations6
Course description:
THERMAL ENERGY GENERATION
POWER PLANTS
ALTERNATIVE INTERNAL COMBUSTION ENGINES
PRODUCTION OF COLD
TURBO-MACHINES
HYDRAULIC INSTALLATIONS
Course description:
THERMAL ENERGY GENERATION POWER PLANTS ALTERNATIVE INTERNAL COMBUSTION ENGINES PRODUCTION OF COLD TURBO-MACHINES HYDRAULIC INSTALLATIONS |
10618051 – Machines Mechanics6
Course description:
POWER TRANSMISSION IN MACHINES
STRESS, TENSION AND DEFORMATION
FAULTS BY STATIC CHARGE
FAULTS BY FATIGUE
AXLES AND SHAFTS
SCREWS AND DETACHABLE JOINTS
WELDING AND NON-DETACHABLE JOINTS
SPRINGS
BALL BEARINGS
LUBRICATION AND DISPLACEMENT FLANGE
GEAR WHEELS AND GEAR WHEELS REDUCERS
BRAKES AND CLUTCHES
STRAPS, CHAINS AND WIRES
Course description:
POWER TRANSMISSION IN MACHINES STRESS, TENSION AND DEFORMATION FAULTS BY STATIC CHARGE FAULTS BY FATIGUE AXLES AND SHAFTS SCREWS AND DETACHABLE JOINTS WELDING AND NON-DETACHABLE JOINTS SPRINGS BALL BEARINGS LUBRICATION AND DISPLACEMENT FLANGE GEAR WHEELS AND GEAR WHEELS REDUCERS BRAKES AND CLUTCHES STRAPS, CHAINS AND WIRES |
10618052 – Industrial Electrical Installations6
Course description:
SWITCHGEAR
CALCULATION AND SIZING OF INDUSTRIAL ELECTRICAL INSTALLATIONS.
ELECTRICAL PLANES AND SCHEMES OF INDUSTRIAL ELECTRICAL INSTALLATIONS.
SOFTWARE FOR INDUSTRIAL ELECTRICAL INSTALLATIONS.
Course description:
SWITCHGEAR CALCULATION AND SIZING OF INDUSTRIAL ELECTRICAL INSTALLATIONS. ELECTRICAL PLANES AND SCHEMES OF INDUSTRIAL ELECTRICAL INSTALLATIONS. SOFTWARE FOR INDUSTRIAL ELECTRICAL INSTALLATIONS. |
10618076 – End of Grade project (M7)18
Course description:
Course description: |
Advance Training Optional Courses (M5)
10618060 – Smart Control Systems6
Course description:
INTRODUCTION TO CONTROL SYSTEMS NOT BASED ON MODELS MODELLING AND CONTROL WITH FUZZY LOGIC
EXPERT SYSTEMS
CONTROL SYSTEMS BASED ON NEURAL NETWORKS
FAILURE-TOLERANT CONTROL
INTRODUCTION TO GENETIC ALGORITHMS
Course description:
INTRODUCTION TO CONTROL SYSTEMS NOT BASED ON MODELS MODELLING AND CONTROL WITH FUZZY LOGIC EXPERT SYSTEMS CONTROL SYSTEMS BASED ON NEURAL NETWORKS FAILURE-TOLERANT CONTROL INTRODUCTION TO GENETIC ALGORITHMS |
10618061 – Advanced Control Systems6
Course description:
CONTINUOUS TIME CONTROL SYSTEMS
DISCRETE TIME CONTROL SYSTEMS
ADAPTIVE CONTROL, PREDICTIVE CONTROL AND ROBUST CONTROL
Course description:
CONTINUOUS TIME CONTROL SYSTEMS DISCRETE TIME CONTROL SYSTEMS ADAPTIVE CONTROL, PREDICTIVE CONTROL AND ROBUST CONTROL |
10618062 – Electronic Communication and Data Processing6
Course description:
INTRODUCTION
Definition of signals. Operations with signals. Representation of signals.
ANALYSIS AND TRANSMISSION OF SIGNALS
Fourier series and transforms.
Functions and properties of the Fourier transform. Transmission of signal through a linear system.
Signal distortion over a communication channel. Energy of signal and energy spectral density. Power of signal and power spectral density.
CONCEPTS AND ELEMENTS OF AN ELECTRONIC COMMUNICATION SYSTEM
Introduction and elements of a communication system. Characteristics of emitters.
Receivers. Antennas.
LINEAR MODULATIONS
Concept of modulation and reason to modulate.
Amplitude modulation double side band with carrier (AM) (DSB). Amplitude modulation double side band with carrier suppressed (DSBCS).
AM single side band (SSB). Vestigial side band (BSV).
Generation scheme in linear modulations. Demodulation schemes.
ANGLE MODULATIONS
Basic concepts
Narrow band FM. Wideband FM.
Phase modulation (PM). FM modulators. FM demodulation.
DIGITAL PASSBAND TRANSMISSION
Geometric representation of signals and noise. Digital Amplitude-shift keying (ASK).
Digital Frequency-shift keying (FSK). Phase-shift keying demodulation (PSK).
Multilevel modulations. Error detection and probability.
RANDOM PROCESSES
Introduction.
Definition of random process. Stationary process.
Ergodic process.
Central tendency measures. Covariances and correlation function.
Transmission of a random process through a linear system. Passband random process.
Power spectral density in a random process. Gaussian process.
Noise and narrow band noise.
BEHAVIOUR OF ANALOGUE SYSTEMS UNDER NOISE CONDITIONS
Baseband systems. Amplitude modulation systems. Angle modulation systems.
Optimal pre emphasis and de emphasis systems.
BEHAVIOUR OF DIGITAL COMMUNICATION SYSTEMS UNDER NOISE CONDITIONS
Optimal threshold detection.
General analysis: optimal binary receiver. ASK, FSK, PSK and DPSK Systems.
INTRODUCTION TO INFORMATION THEORY
Measurement of information, uncertainty and entropy. Source encoding.
Failure free communication through a channel with noise. Discrete memoryless sources.
Discrete sources with memory. Mutual information.
Channel capacity.
Channel coding theorem.
Information capacity theorem. Implications. Channel capacity of information with coloured noise. Rate-distortion theory.
Course description:
INTRODUCTION ANALYSIS AND TRANSMISSION OF SIGNALS CONCEPTS AND ELEMENTS OF AN ELECTRONIC COMMUNICATION SYSTEM LINEAR MODULATIONS ANGLE MODULATIONS DIGITAL PASSBAND TRANSMISSION RANDOM PROCESSES BEHAVIOUR OF ANALOGUE SYSTEMS UNDER NOISE CONDITIONS BEHAVIOUR OF DIGITAL COMMUNICATION SYSTEMS UNDER NOISE CONDITIONS INTRODUCTION TO INFORMATION THEORY |
10618063 – Electronics and Instrumentation in Renewable Energies6
Course description:
ELECTRONIC INSTRUMENTATION IN RENEWABLE ENERGIES
MONITORING OF RENEWABLE ENERGY SYSTEMS ELECTRONIC
METEOROLOGICAL INSTRUMENTATION ELECTRONIC
INSTRUMENTATION OF THE SYSTEM ELECTRONIC
INSTRUMENTATION OF THE ELECTRICAL PRODUCTION DATA
COLLECTION SYSTEMS
Course description:
ELECTRONIC INSTRUMENTATION IN RENEWABLE ENERGIES MONITORING OF RENEWABLE ENERGY SYSTEMS ELECTRONIC METEOROLOGICAL INSTRUMENTATION ELECTRONIC INSTRUMENTATION OF THE SYSTEM ELECTRONIC INSTRUMENTATION OF THE ELECTRICAL PRODUCTION DATA COLLECTION SYSTEMS |