CTU FEE Moodle
Fundamentals of Electric Circuits
B242 - Summer 24/25
This is a grouped Moodle course. It consists of several separate courses that share learning materials, assignments, tests etc. Below you can see information about the individual courses that make up this Moodle course.
Fundamentals of Electric Circuits - B2B31ZEO
Main course
| Credits | 6 |
| Semesters | Summer |
| Completion | Assessment + Examination |
| Language of teaching | Czech |
| Extent of teaching | 2P+2L |
Annotation
The course describes the basic methods of analysis of electrical circuits. In the lectures, students are introduced to the basic active and passive circuit elements, circuit quantities, important circuit theorems and methods of circuit analysis in stationary and harmonic steady state as well as during transients caused by changes in the circuit. The seminars are aimed at practicing knowledge in the analysis of basic electrical circuits, supplemented by simulations and simple measurements.
Study targets
The aim of the study is to acquire the basic knowledge of circuit theory necessary for further study in the field of Electronics and Communication and Bioengineering.
Course outlines
1. Electrical equipment and its model. Circuit quantities, characteristic values. Basic circuit elements.
2. Basic laws and theorems (Kirchhoff's laws, Thévenin's and Norton's theorems, superposition principle)
3. Stationary steady state, elementary methods of analysis of linear resistive circuits.
4. Circuit equations - circuit topology, loop current method
5. Method of nodal voltages. Comparison of basic analysis methods - examples.
6. Harmonic steady state (HUS), expression of harmonic waveforms by phasors, description of passive elements..
7. Elementary and general methods of circuit analysis in HUS. Power, power matching in HUS.
8. Frequency dependence of circuit functions. Frequency characteristics of circuits, graphical representation and approximation.
9. Resonance, resonant circuits.
10. Transients in electrical circuits. 1st order transients in DC excitation circuits.
11. 2nd order transients with DC excitation, basic oscillating RLC circuits.
12. Transients with harmonic excitation.
13. Steady state in linear circuits with periodic inharmonic excitation.
2. Basic laws and theorems (Kirchhoff's laws, Thévenin's and Norton's theorems, superposition principle)
3. Stationary steady state, elementary methods of analysis of linear resistive circuits.
4. Circuit equations - circuit topology, loop current method
5. Method of nodal voltages. Comparison of basic analysis methods - examples.
6. Harmonic steady state (HUS), expression of harmonic waveforms by phasors, description of passive elements..
7. Elementary and general methods of circuit analysis in HUS. Power, power matching in HUS.
8. Frequency dependence of circuit functions. Frequency characteristics of circuits, graphical representation and approximation.
9. Resonance, resonant circuits.
10. Transients in electrical circuits. 1st order transients in DC excitation circuits.
11. 2nd order transients with DC excitation, basic oscillating RLC circuits.
12. Transients with harmonic excitation.
13. Steady state in linear circuits with periodic inharmonic excitation.
Exercises outlines
1. Electrical circuit, circuit quantities and their characteristic values.
2. Passive and active circuit elements, basic laws and theorems.
3. Circuits in stationary steady state.
4. Loop current method.
5. Nodal voltage method.
6. Phasor diagrams. Circuit equations in HUS.
7. Analysis of circuits in HUS. Power in HUS, power matching.
8. Frequency characteristics.
9. Resonances, resonant circuits.
10. First order transients in DC source circuits.
11. Second order transients in RLC circuits with DC sources (aperiodic response, damped oscillations).
12. Transients in circuits with harmonic sources.
13. Solution of circuits in periodic inharmonic steady state. Credit.
2. Passive and active circuit elements, basic laws and theorems.
3. Circuits in stationary steady state.
4. Loop current method.
5. Nodal voltage method.
6. Phasor diagrams. Circuit equations in HUS.
7. Analysis of circuits in HUS. Power in HUS, power matching.
8. Frequency characteristics.
9. Resonances, resonant circuits.
10. First order transients in DC source circuits.
11. Second order transients in RLC circuits with DC sources (aperiodic response, damped oscillations).
12. Transients in circuits with harmonic sources.
13. Solution of circuits in periodic inharmonic steady state. Credit.
Literature
[1] J. D. Irwin, R. M. Nelms: Basic engineering circuit analysis: / 9th ed., Wiley, 2008.
[2] Mikulec M., Havlíček V.: Basic Circuit Theory, ČVUT, 2008.
[3] Mikulec M.: Basic Circuit Theory I, ČVUT, 1994.
[4] Mikulec M., Havlíček V.: Basic Circuit Theory II, ČVUT, 1996.
[5] Havlíček V., Čmejla, R.: Basic Circuit Theory I - Exercises, ČVUT, 1996.
[6] Havlíček V., Čmejla, R., Zemánek, I.: Basic Circuit Theory II - Exercises, ČVUT, 1997.
[2] Mikulec M., Havlíček V.: Basic Circuit Theory, ČVUT, 2008.
[3] Mikulec M.: Basic Circuit Theory I, ČVUT, 1994.
[4] Mikulec M., Havlíček V.: Basic Circuit Theory II, ČVUT, 1996.
[5] Havlíček V., Čmejla, R.: Basic Circuit Theory I - Exercises, ČVUT, 1996.
[6] Havlíček V., Čmejla, R., Zemánek, I.: Basic Circuit Theory II - Exercises, ČVUT, 1997.
Requirements
None
Fundamentals of Electric Circuits - B2B31ZEOA
| Credits | 5 |
| Semesters | Summer |
| Completion | Assessment + Examination |
| Language of teaching | Czech |
| Extent of teaching | 2P+2L |
Annotation
The course describes the basic methods of analysis of electrical circuits. In the lectures, students are introduced to the basic active and passive circuit elements, circuit quantities, important circuit theorems and methods of circuit analysis in stationary and harmonic steady state as well as during transients caused by changes in the circuit. The seminars are aimed at practicing knowledge in the analysis of basic electrical circuits, supplemented by simulations and simple measurements.
Study targets
The aim of the study is to acquire the basic knowledge of circuit theory necessary for further study in the field of Electronics and Communication and Bioengineering.
Course outlines
1. Electrical equipment and its model. Circuit quantities, characteristic values. Basic circuit elements.
2. Basic laws and theorems (Kirchhoff's laws, Thévenin's and Norton's theorems, superposition principle)
3. Stationary steady state, elementary methods of analysis of linear resistive circuits.
4. Circuit equations - circuit topology, loop current method
5. Method of nodal voltages. Comparison of basic analysis methods - examples.
6. Harmonic steady state (HUS), expression of harmonic waveforms by phasors, description of passive elements..
7. Elementary and general methods of circuit analysis in HUS. Power, power matching in HUS.
8. Frequency dependence of circuit functions. Frequency characteristics of circuits, graphical representation and approximation.
9. Resonance, resonant circuits.
10. Transients in electrical circuits. 1st order transients in DC excitation circuits.
11. 2nd order transients with DC excitation, basic oscillating RLC circuits.
12. Transients with harmonic excitation.
13. Steady state in linear circuits with periodic inharmonic excitation.
2. Basic laws and theorems (Kirchhoff's laws, Thévenin's and Norton's theorems, superposition principle)
3. Stationary steady state, elementary methods of analysis of linear resistive circuits.
4. Circuit equations - circuit topology, loop current method
5. Method of nodal voltages. Comparison of basic analysis methods - examples.
6. Harmonic steady state (HUS), expression of harmonic waveforms by phasors, description of passive elements..
7. Elementary and general methods of circuit analysis in HUS. Power, power matching in HUS.
8. Frequency dependence of circuit functions. Frequency characteristics of circuits, graphical representation and approximation.
9. Resonance, resonant circuits.
10. Transients in electrical circuits. 1st order transients in DC excitation circuits.
11. 2nd order transients with DC excitation, basic oscillating RLC circuits.
12. Transients with harmonic excitation.
13. Steady state in linear circuits with periodic inharmonic excitation.
Exercises outlines
1. Electrical circuit, circuit quantities and their characteristic values.
2. Passive and active circuit elements, basic laws and theorems.
3. Circuits in stationary steady state.
4. Loop current method.
5. Nodal voltage method.
6. Phasor diagrams. Circuit equations in HUS.
7. Analysis of circuits in HUS. Power in HUS, power matching.
8. Frequency characteristics.
9. Resonances, resonant circuits.
10. First order transients in DC source circuits.
11. Second order transients in RLC circuits with DC sources (aperiodic response, damped oscillations).
12. Transients in circuits with harmonic sources.
13. Solution of circuits in periodic inharmonic steady state. Credit.
2. Passive and active circuit elements, basic laws and theorems.
3. Circuits in stationary steady state.
4. Loop current method.
5. Nodal voltage method.
6. Phasor diagrams. Circuit equations in HUS.
7. Analysis of circuits in HUS. Power in HUS, power matching.
8. Frequency characteristics.
9. Resonances, resonant circuits.
10. First order transients in DC source circuits.
11. Second order transients in RLC circuits with DC sources (aperiodic response, damped oscillations).
12. Transients in circuits with harmonic sources.
13. Solution of circuits in periodic inharmonic steady state. Credit.
Literature
[1] J. D. Irwin, R. M. Nelms: Basic engineering circuit analysis: / 9th ed., Wiley, 2008.
[2] Mikulec M., Havlíček V.: Basic Circuit Theory, ČVUT, 2008.
[3] Mikulec M.: Basic Circuit Theory I, ČVUT, 1994.
[4] Mikulec M., Havlíček V.: Basic Circuit Theory II, ČVUT, 1996.
[5] Havlíček V., Čmejla, R.: Basic Circuit Theory I - Exercises, ČVUT, 1996.
[6] Havlíček V., Čmejla, R., Zemánek, I.: Basic Circuit Theory II - Exercises, ČVUT, 1997.
[2] Mikulec M., Havlíček V.: Basic Circuit Theory, ČVUT, 2008.
[3] Mikulec M.: Basic Circuit Theory I, ČVUT, 1994.
[4] Mikulec M., Havlíček V.: Basic Circuit Theory II, ČVUT, 1996.
[5] Havlíček V., Čmejla, R.: Basic Circuit Theory I - Exercises, ČVUT, 1996.
[6] Havlíček V., Čmejla, R., Zemánek, I.: Basic Circuit Theory II - Exercises, ČVUT, 1997.
Requirements
None