IDENTIFYING DATA 2016_17
Subject (*) CIRCUIT THEORY I Code 17204105
Study programme
Bachelor's Degree in Electronic and Automation Engineering (2010)
Cycle 1st & 2nd
Descriptors Credits Type Year Period
6 Compulsory Second 1Q
Language
Català
Department Electronic, Electric and Automatic Engineering
Coordinator
GARCÉS MIGUEL, PEDRO
E-mail pedro.garces@urv.cat
benjamin.iniguez@urv.cat
roberto.giral@urv.cat
abdelali.elaroudi@urv.cat
Lecturers
GARCÉS MIGUEL, PEDRO
IÑIGUEZ NICOLAU, BENJAMIN
GIRAL CASTILLON, ROBERTO
EL AROUDI ., ABDELALI
Web http://moodle.urv.net/moodle/course/view.php?id=65985
General description and relevant information First part of the Circuits subject, which will be completed by Circuits Theory II. Basic circuits theory concepts, basic analysis of resistive circuits, systematic circuit analysis and monophasic circuits in sinusoidal steady state.

Competences
Type A Code Competences Specific
 A2 Have knowledge of taking measurements, calculations, evaluations, valuations, surveys, studies, reports, work plans and other similar studies.
 RI4 Have knowledge of and use the theoretical principles of electrical circuits and machines.
Type B Code Competences Transversal
 B2 Have knowledge in basic and technological subjects, which gives them the ability to learn new methods and theories, and the versatility to adapt to new situations.
Type C Code Competences Nuclear
 C4 Be able to express themselves correctly both orally and in writing in one of the two official languages of the URV

Learning outcomes
Type A Code Learning outcomes
 A2 Apply the concepts of voltage divider and current divider to the analysis of circuits.
Know the ideal operational amplifier circuit and the concept of virtual short circuit.
Construct vector diagrams of voltages and currents.
Determine the active, reactive and apparent power in a electric circuit in SSS.
Know the methodology for improving the power factor.
 RI4 Know the basic concepts of TC: current, voltage, electrical circuit, network model, node, branch, bipole, connection laws (Kirchhoff).
Know the basic elements of electrical circuits.
Determine the secondary variables of power and energy for the elementary bipoles of electrical circuits.
Know the most common wave forms of electrical circuits.
Know the concept of networks with two ports.
Know the concept of bipolar equivalence and the different associations of active and passive elements.
Apply the concepts of voltage divider and current divider to the analysis of circuits.
Use the Thevenin and Norton theorems in the analysis of circuits.
Transform star configuration into delta, and vice versa.
Use concepts and theorems for the analysis of circuits: superfluous element, superimposition, reciprocity, compensation, maximum power transfer, Tellegen.
Know the ideal operational amplifier circuit and the concept of virtual short circuit.
Determine the number of independent equations of an electric circuit.
Analyse circuits using the loop method.
Analyse circuits using the basic group cut-off method.
Analyse circuits using the mesh method.
Analyse circuits using the nodal method.
Know the complex phasor and impedance and admittance concepts.
Construct vector diagrams of voltages and currents.
Analyse single-phase circuits in SSS with phasor techniques.
Analyse magnetically coupled circuits in SSS.
Determine the active, reactive and apparent power in a electric circuit in SSS.
Use the maximum power transfer theorem in SSS.
Know the importance of the power factor in the transport of electrical energy.
Know the methodology for improving the power factor.
Apply LC circuits with impedance transformers.
Know the real quality coefficients of a coil and capacitor.
Analyse resonant circuits in series and parallel.
Type B Code Learning outcomes
 B2 Know the basic concepts of TC: current, voltage, electrical circuit, network model, node, branch, bipole, connection laws (Kirchhoff).
Know the basic elements of electrical circuits.
Determine the secondary variables of power and energy for the elementary bipoles of electrical circuits.
Know the most common wave forms of electrical circuits.
Know the concept of networks with two ports.
Know the concept of bipolar equivalence and the different associations of active and passive elements.
Use the Thevenin and Norton theorems in the analysis of circuits.
Transform star configuration into delta, and vice versa.
Use concepts and theorems for the analysis of circuits: superfluous element, superimposition, reciprocity, compensation, maximum power transfer, Tellegen.
Determine the number of independent equations of an electric circuit.
Analyse circuits using the loop method.
Analyse circuits using the basic group cut-off method.
Analyse circuits using the mesh method.
Analyse circuits using the nodal method.
Know the complex phasor and impedance and admittance concepts.
Analyse single-phase circuits in SSS with phasor techniques.
Analyse magnetically coupled circuits in SSS.
Use the maximum power transfer theorem in SSS.
Know the importance of the power factor in the transport of electrical energy.
Apply LC circuits with impedance transformers.
Know the real quality coefficients of a coil and capacitor.
Analyse resonant circuits in series and parallel.
Type C Code Learning outcomes
 C4 Produce grammatically correct written texts
Produce well-structured, clear and rich written texts
Produce written texts that are appropriate to the communicative situation

Contents
Topic Sub-topic
I. Fundamentals and Elementary Analysis of Resistive Circuits - Fundamentals and basic elements of the network model.
- Two-port equivalence: association, Thevenin-Norton, etc.
- Elementary Analysis of resistive circuits.
II. Systematic Analysis of Circuits - Fundamentals of the systematic methods, number of independent equations.
- Node voltage method.
- Mesh current method.
- Circuits with operational amplifiers.
III. Circuits in Sinusoidal Steady State (SSS). - Phasor transformed circuit. Phasor diagrams.
- Power in SSS. Maximum power transfer.
- Circuits with magnetically coupled inductors.

Planning
Methodologies  ::  Tests
  Competences (*) Class hours
Hours outside the classroom
(**) Total hours
Introductory activities
3 3 6
Lecture
A2
RI4
B2
27 27 54
Problem solving, exercises
A2
RI4
B2
14 36 50
Laboratory practicals
A2
RI4
B2
C4
12 24 36
Personal tuition
1 0 1
 
Mixed tests
A2
RI4
B2
3 0 3
 
(*) On e-learning, hours of virtual attendance of the teacher.
(**) The information in the planning table is for guidance only and does not take into account the heterogeneity of the students.

Methodologies
Methodologies
  Description
Introductory activities Course presentation at the classroom.
First contact with the laboratory: groups, table assignment, additional equipment, etc.
Lecture Lectures: theoretical contents combined with significant examples.
Problem solving, exercises At the classroom: problem solving, test questions, partial exams examples and Student doubts.
At home: exercise proposal at the Virtual Campus. Before each partial exam Students submit some exercises to be graded.
Laboratory practicals Mandatory previous work before each laboratory session must be submitted at the Virtual Campus (moodle) to be graded.
Mandatory-attendance sessions to the laboratory (two-person teams) where team work and active individual participation are assessed.
A final report with the results obtained has to be provided. The abilities in applying methods and procedures to measure and understand results according to the theoretical foundations together with writing skills will be assessed.
Personal tuition Individual or small group consultations at the professors office and/or at the Virtual Campus doubts forum.

Personalized attention
Description
Individual or small group consultations at the professor's offices. Apointment required by email from the students accounts "nom.cognom@estudiants.urv.cat". Interactions by sharing doubts and answer proposals at the Virtual Campus forum. Students can provide answers to other students questions with the professors supervision.

Assessment
Methodologies Competences Description Weight        
Problem solving, exercises
A2
RI4
B2
Lliuraments de tests i problemes abans de les proves parcials previstes. Es preveu que l'estructura sigui similar a la de les proves. 10 %
Laboratory practicals
A2
RI4
B2
C4
Lliurament obligatori dels estudis previs. (10 %)
Assistència i realització obligatòries de les pràctiques amb lliurament de memòries. (20 %).
Es preveu la realització d'una sessió introductòria i d'un mínim de 5 pràctiques
30 %
Mixed tests
A2
RI4
B2
3 Proves d'uns 50 minuts a l'aula ordinària amb preguntes de tipus test i problemes. Donat el caràcter acumulatiu de l'assignatura el pes de les proves es va incrementant: 15 % la primera, 20 % la segona i 25 % la tercera prova. 60 %
Others  

Es valora la participació constructiva a les classes i al Campus Virtual.

 
Other comments and second exam session

Per aprovar l'assignatura és necessari obtenir un mínim de 4 a la qualificació de pràctiques de laboratori i un mínim de 4 a la qualificació conjunta de les proves mixtes, resolució de problemes i exercicis.

La qualificació de pràctiques de laboratori té un pes del 30 % a les dues convocatòries.

La segona convocatòria consistirà en una prova mixta (test i/o problemes) de tot el temari amb un pes del 70 %. No es farà cap prova específica per avaluar les pràctiques de laboratori a la segona convocatòria perquè han de ser realitzades obligatòriament durant el període d'avaluació continuada.

Durant la realització de les proves els alumnes no podran fer servir cap dispositiu de comunicació i transmissió de dades.


Sources of information

Basic Fraile Mora, Circuitos Eléctricos, Pearson Educación, 2012

Complementary Carlson, Circuitos, Thomson Learning, 2001
Gómez et al. , Fundamentos de Teoría de Circuitos , Thompson Paraninfo , 2007
Gómez et al., Teoría de Circuitos. Ejercicios de autoevaluación, Thompson Paraninfo, 2005
Sánchez et al., Teoria de Circuitos. Problemas y pruebas objetivas orientadas al aprendizaje, Pearson Prentice Hall, 2007


Recommendations

Subjects that continue the syllabus
CIRCUIT THEORY II/17204106

Subjects that are recommended to be taken simultaneously
STATISTICS AND TRANSFORMED METHODS/17204009

Subjects that it is recommended to have taken before
MATHEMATICAL ANALYSIS I/17204005
PHYSICS I/17204003
MATHEMATICAL ANALYSIS II/17204006
PHYSICS II/17204004
LINEAR ALGEBRA/17204007
(*)The teaching guide is the document in which the URV publishes the information about all its courses. It is a public document and cannot be modified. Only in exceptional cases can it be revised by the competent agent or duly revised so that it is in line with current legislation.