概要:
This course covers two parts; One is analysis of Direct Current(DC) circuits and the other is analysis of Alternative Current(AC) circuits. DC circuits parts will cover basic laws which you've already learnt. AC circuits parts will cover fundamental concepts of AC circuits, phasor and complex form of AC voltage and current, AC power analysis and magnetically coupled circuits.
授業の進め方・方法:
Flipped teaching will be introduced in this subject. Learning video will be provided by uploading on Web server in advance of the class. Students have to access ther web server and watch the video for self-learning. Only students who learned by watching the video can participate in the class.
During class, students have to discuss with friends/team-mates in order to solve problems that are given at the beginning of each class, and submit a report within the class.
注意点:
Put in as much effort as you can. Problem solving is an essential part of the learning process. Solve as many problems as you can. The best way to learn is to solve a lot of problems.
Prescribed teaching hours : 60 hours a year
|
|
週 |
授業内容 |
週ごとの到達目標 |
| 前期 |
| 1stQ |
| 1週 |
Introduction to electric circuits which consist of passive elements(1) |
Students will be able to understand the basic concepts of electric circuits.
|
| 2週 |
Basic laws(1) |
Students wil be able to solve simple problems using Ohm's law, Kirchhoff's laws and Wye-Delta transformations.
|
| 3週 |
Basic laws(2) |
Same as above
|
| 4週 |
Methods of analysis(1) |
Students will be able to analise simple DC circuits using nodal analysis and/or mesh analysis.
|
| 5週 |
Methods of analysis(2) |
Same as above
|
| 6週 |
Methods of analysis(3) |
Same as above
|
| 7週 |
Circuits theorem(1) |
Students will be able to understand some fundamental circuits theorems; superposition, source transformation, Thevenin's theorem, Norton's theorem, and so forth. Futhermore students will be able to solve simple problems of DC circuits using the circuits theorems.
|
| 8週 |
Circuits theorem(2) |
Same as above
|
| 2ndQ |
| 9週 |
Mid-term exam |
|
| 10週 |
Circuits theorem(3) |
Students will be able to understand some fundamental circuits theorems; superposition, source transformation, Thevenin's theorem, Norton's theorem, and so forth. Futhermore students will be able to solve simple problems of DC circuits using the circuits theorems.
|
| 11週 |
Comprehensive exercise(1) |
Students will be able to solve analyse simple DC circuit using theorems/laws, e.g. Kirchhoff’s laws, the superposition theorem, Thevenin’s theorem and Norton’s theorem
|
| 12週 |
Comprehensive exercise(2) |
Same as above
|
| 13週 |
Sinusoids and Phasors(1) |
Students will be able to know what the phasor is. Also students will be able to express sinusoids in phasor form, complex form and/or exponential form.
|
| 14週 |
Sinusoids and Phasors(2) |
Same as above
|
| 15週 |
Examination |
|
| 16週 |
Examination, Evaluation & Course summary |
|
| 後期 |
| 3rdQ |
| 1週 |
Sinusoidal steady-state analisys(1) |
Students will be able to apply some circuits theorems to AC circuits.
|
| 2週 |
Sinusoidal steady-state analisys(2) |
Same as above
|
| 3週 |
Sinusoidal steady-state analisys(3) |
Same as above
|
| 4週 |
Sinusoidal steady-state analisys(4) |
Same as above
|
| 5週 |
Sinusoidal steady-state analisys(5) |
Same as above.
|
| 6週 |
Series resonance |
Students will be able to able to analise series resonance in RLC circuit.
|
| 7週 |
Parallel resonance |
Students will be able to able to analise parallel resonance in RLC circuit.
|
| 8週 |
AC power analysis(1) |
The aim of this mid-term test is to assessing students' understandings.
|
| 4thQ |
| 9週 |
Mid-term exam |
|
| 10週 |
AC power analysis(２) |
Students will be able to apply some circuits theorems to AC circuits.
|
| 11週 |
AC power analysis(３) |
Students will be able to understand the basic concepts of AC power and how to calculate AC power which is absorbed in a circuit.
|
| 12週 |
AC power analysis(４) |
Same as above.
|
| 13週 |
Comprehensive exercise(1) |
Students will be able to analise simple electric cirsuits using theorems.
|
| 14週 |
Comprehensive exercise(2) |
Same as above.
|
| 15週 |
Examination |
|
| 16週 |
Examination, Evaluation & Course summary |
|
| 分類 | 分野 | 学習内容 | 学習内容の到達目標 | 到達レベル | 授業週 |
| 専門的能力 | 分野別の専門工学 | 電気・電子系分野 | 電気回路 | キルヒホッフの法則を用いて、直流回路の計算ができる。 | 4 | 前1,前2,前3,前8,前11,前12 |
| 合成抵抗や分圧・分流の考え方を用いて、直流回路の計算ができる。 | 4 | |
| ブリッジ回路を計算し、平衡条件を求められる。 | 4 | 前2,前3,前4,前5,前6,前7,前8,前9,前10,前11,前12 |
| 電力量と電力を説明し、これらを計算できる。 | 4 | 前2,前3,前4,前5,前6,前7,前8,前9,前10,前11,前12 |
| 正弦波交流の特徴を説明し、周波数や位相などを計算できる。 | 3 | 前13,前14,前15,後1,後2,後3,後4,後5,後6,後7,後13,後14,後15 |
| 平均値と実効値を説明し、これらを計算できる。 | 3 | 前13,前14,前15,後1,後2,後3,後4,後5,後6,後7,後13,後14,後15 |
| 正弦波交流のフェーザ表示を説明できる。 | 3 | 前13,前14,前15,後1,後2,後3,後4,後5,後6,後7,後13,後14,後15 |
| R、L、C素子における正弦波電圧と電流の関係を説明できる。 | 3 | 前13,後1,後2,後3,後4,後5,後6,後7,後13,後14,後15 |
| キルヒホッフの法則を用いて、交流回路の計算ができる。 | 3 | 後1,後2,後3,後4,後5,後6,後7,後13,後14,後15 |
| 合成インピーダンスや分圧・分流の考え方を用いて、交流回路の計算ができる。 | 3 | 後1,後2,後3,後4,後5,後6,後7,後13,後14,後15 |
| 交流電力と力率を説明し、これらを計算できる。 | 3 | 後8,後9,後10,後11,後12,後13,後14,後15 |