This course provides a basic study on analysis of electric circuit where the students will be exposed to a more advanced techniques.
The course will be given in the form of lectures and exercises to help the students have a better understanding and proficiency
in analyzing electric circuit. The first 3 modules will start with the study on resonant circuits, mutual induction and transformer
circuits. It will be followed by 2 modules on circuit analysis method using mesh and nodal analysis. The achievements of the
first half of the course will be evaluated in the mid-term exam. The second half of the course will be started by revisiting
Thevenin's theorem followed by lectures on circuit theorems such as Tellegen's theorem, compensation theorem, etc. The last
2 modules will explain the characterization of linear network using 2-port parameters. The achievements of the second half
of the course will be evaluated in the final exam. Summary and review of exam materials will be given a week prior to each
exam.

This course aims to provide the students with basic knowledge of electric circuits and techniques in circuit analysis. These
include:

1. knowledge on resonant circuits and transformer circuits, analysis of transformer circuits

2. mesh and nodal analysis and their applications in circuit analysis

3. Thevenin's theorem, Tellegen's theorem, compensation theorem, reciprocity theorem and their applications in circuit analysis

4. network characterization using 2-port parameters and application of 2-port parameters in circuit analysis

1. knowledge on resonant circuits and transformer circuits, analysis of transformer circuits

2. mesh and nodal analysis and their applications in circuit analysis

3. Thevenin's theorem, Tellegen's theorem, compensation theorem, reciprocity theorem and their applications in circuit analysis

4. network characterization using 2-port parameters and application of 2-port parameters in circuit analysis

- The students will be able to understand and explain the characteristics of series and parallel resonant circuits
- The students will be able to understand the principle of transformer and analyze transformer circuits
- The students will be able to solve electric circuit problems using mesh or nodal analysis
- The students will be able to use general circuit theorems in circuit analysis
- The students will be able to derive and use 2-port parameters in circuit analysis

Class schedule | HW assignments (Including preparation and review of the class.) | Amount of Time Required | |
---|---|---|---|

1. | Class guidance Module 1: Resonance circuit 1 |
Review complex notation, electrical characteristic of inductor and capacitor | 100minutes |

Homework 1 | 100minutes | ||

2. | Module 2: Resonance circuit 2 Discussion on the solution of Homework 1 |
Review lossless resonator and its characteristic | 100minutes |

Homework 2 | 100minutes | ||

3. | Module 3: Transformer circuit Discussion on the solution of Homework 2 |
Review electrical properties of transformer | 100minutes |

Homework 3 | 100minutes | ||

4. | Module 4: Mesh analysis Discussion on the solution of Homework 3 |
Review of Ohm's Law, complex impedance and KVL | 100minutes |

Homework 4 | 100minutes | ||

5. | Module 5: Nodal analysis Discussion on the solution of Homework 4 |
Review of complex admittance, KCL | 100minutes |

Homework 5 | 100minutes | ||

6. | Summary and exercise Discussion on the solution of Homework 5 |
Review of resonance and transformer circuits, mesh and nodal analysis | 200minutes |

7. | Midterm exam and discussion on the solutions | Review lectures #1 to #6 | 200minutes |

8. | Module 6: Circuit analysis using matrix |
Review mesh and nodal analysis, matrix operations | 100minutes |

Homework 6 | 100minutes | ||

9. | Module 7: Basic Theorems I (superposition, Thevenin-Norton, compensation theorems) Discussion on the solution of Homework 6 |
Review Thevenin's theorem | 100minutes |

Homework 7 | 100minutes | ||

10. | Module 8: Basic Theorems II (Telegen and reciprocity theorems) Discussion on the solution of Homework 7 |
Review admittance and KCL | 100minutes |

Homework 8 | 100minutes | ||

11. | Module 9: 2-port parameters I (Z-parameter, Y-parameter) Discussion on the solution of Homework 8 |
Review impedance and admittance | 100minutes |

Homework 9 | 100minutes | ||

12. | Module 10: 2-port parameters II (F-parameter, H-parameter) Discussion on the solution of Homework 9 |
Review matrix operation | 100minutes |

Homework 10 | 100minutes | ||

13. | Summary and exercise Discussion on the solution of Homework 10 |
Review of basic theorems and 2-port parameters | 200minutes |

14. | Final exam and discussion on the solutions | Review lectures #8 to #13 | 200minutes |

Total. | - | - | 2800minutes |

quiz | homework | midterm exam | final exam | Total. | |
---|---|---|---|---|---|

1. | 5% | 5% | 8% | 18% | |

2. | 5% | 5% | 8% | 18% | |

3. | 5% | 5% | 9% | 19% | |

4. | 5% | 5% | 12% | 22% | |

5. | 5% | 5% | 13% | 23% | |

Total. | 25% | 25% | 25% | 25% | - |

quiz 25pts + homework 25pts + exams 50pts = 100pts (total points)

Students will earn the credits for this course by fulfilling the following requirements:

1) earn at least 60% of the total points

2) attend both the midterm and final exams

3) submit at least 6 homework

Students will earn the credits for this course by fulfilling the following requirements:

1) earn at least 60% of the total points

2) attend both the midterm and final exams

3) submit at least 6 homework

ways of feedback | specific contents about "Other" |
---|---|

Feedback in the class |

References:

“Basic Circuit Theory”, Charles A, Desoer & Ernest S, Kuh, McGraw-Hill

"Electric Circuits", Mahmood Nahvi, Joseph A. Edminister, McGraw-Hill

“Basic Circuit Theory”, Charles A, Desoer & Ernest S, Kuh, McGraw-Hill

"Electric Circuits", Mahmood Nahvi, Joseph A. Edminister, McGraw-Hill

1. Students are strongly suggested to take Electric Circuits 1 or equivalent course before taking this course

2. Students are required to be able to do matrix operations (up to 3x3 matrices)

2. Students are required to be able to do matrix operations (up to 3x3 matrices)

- Friday 9:00-12:00
- Contact address: nico[at]shibaura-it.ac.jp

- Course that cultivates an ability for utilizing knowledge
- Course that cultivates a basic self-management skills

Work experience | Work experience and relevance to the course content if applicable |
---|---|

N/A | N/A |

Last modified : Sat Sep 09 06:48:16 JST 2023