Czech

Not applicable.

After completing the course student will be able to:
- define the terms in the field of circuit analysis in HUS as a phasor, complexor, impedance, admittance, etc., and to analyze linear electrical circuits in harmonic steady state;
- list the primary and secondary line parameters and explain the propagation of waves on transmission lines in the steady state and the transient;
- explain the behavior of RLC circuits, meaning of resonance response of the circuit;
- discuss the importance of three-phase distribution systems and distinguish the concepts associated with it;
- apply the Laplace transform to solve transients in linear circuits;
- calculate the response of a linear circuit on the basic input signals.

Student must for successful completion of the course manage the content of the course Electrical Engineering 1 and be able to:
- define the concepts of electrical resistance, capacitance and inductance;
- express in their own words the basic laws of electrical circuits and be able to explain the relationship between voltage and current at the fundamental elements R, L and C;
- use appropriate methods to analyze linear circuits;
- calculate the basic parameters of the time-varying signals;
- apply the methods of mathematical analysis calculations for systems of equations using matrix methods;
- use mathematics in the field of complex numbers;
- manage general calculate derivatives and integrals simple basic functions;
- calculate linear ordinary differential equations.

Work in the laboratory is subject to a valid "instructed person" qualification, which students must obtain before starting the course. Information on this qualification is provided in the Dean's Guideline on Student Familiarity with Safety Regulations. 

Not applicable.

Teachning methods include lectures, computer laboratories and practical laboratories. Course is taking advantage of e-learning (Moodle) system. Student works out lab reports.

Total number of points is 100, including 25 points in written tests in exercises, 5 points for laboratory course test and 70 points for final exam. All laboratory measurements are obligatory - to obtain examination it is necessary to measure all of laboratory exercises and to obtain 15 points from maximum 30. Requirements for completion of a course are: to gain examination and to perform a written final test. Minimal necessary achieved total mark to pass this course is 50 points.

1. Harmonic variables in electric circuits, phasors, impedances and admittances.
2. Symbolic method of linear circuit analysis in harmonic steady-state, power in harmonic steady state.
3. Method of source substitution, mesh current method, node voltage method.
4. Three-phase circuits.
5. Power in three-phase circuits.
6. Passive linear networks of 1. order (RC, RL).
7. Passive linear circuits of 2. order (resonant circuits).
8. Transient analysis in linear circuits of 1. and 2. order.
9. Analysis of transient processes based on Laplace transform.
10. Transient analysis with non-zero initial conditions, transient and impulse response of linear circuits.
11. Transmission lines and its primary and secondary parameters.
12. Harmonic steady state on transmission lines, waves, impedance, transient processes on transmission lines.

Not applicable.

The course develops the knowledge gained in BEL1 (Electrical Engineering 1) and prepares the students for following courses of specializations in electrical engineering.

Attendance at laboratory classes is mandatory. Properly excused absences can be substituted, usually in the last week of the semester.

Not applicable.

Not applicable.

KALÁB, P.; STEINBAUER, M.; VESELÝ, M. Bezpečnost v elektrotechnice. Brno: Ing. Zdeněk Novotný, CSc, Ondráčkova 105, 628 00 Brno, 2009. s. 1-68. ISBN: 978-80-214-3952- 8. (CS)
SEDLÁČEK, J.; MURINA, M.; STEINBAUER, M.; KROUTILOVÁ, E. Elektrotechnika 2 - laboratorní a počítačová cvičení. BRNO, Ing. Zdeněk Novotný, CSc., Ondráčkova 105, 628 00 Brno. 2008. p. 1 - 160. ISBN 978-80-214-3575-9. (CS)

MIKULEC, M., HAVLÍČEK, V.:Základy teorie elektrických obvodů, ČVUT Praha 2003 (CS)