Course Objectives
After learning this course the students should be able to:
1. Apply the fundamental theorems about DC circuits to the circuit analysis.
2. Calculate the voltage and/or current of elements in the sinusoidal steady state (AC) circuit with the phasors.
3. Understand the fundamental theorems about AC circuits and apply it to the circuit analysis.
Rubric
| Ideal Level of Achievement (Very Good) | Standard Level of Achievement (Good) | Unacceptable Level of Achievement (Fail) |
| Evaluation 1 | Be able to understand the principle of fundamental theorems about DC circuits and apply to the circuit analysis. | Be able to apply the fundamental theorems about DC circuits to the circuit analysis. | Be not able to apply the fundamental theorems about DC circuits to the circuit analysis. |
| Evaluation 2 | Be able to understand the meaning of the phasors and to calculate the voltage and/or current of elements in the sinusoidal steady state (AC) circuit with its. | Be able to calculate the voltage and/or current of elements in the sinusoidal steady state (AC) circuit with the phasors. | Be not able to calculate the voltage or current of elements in the sinusoidal steady state (AC) circuit with the phasors. |
| Evaluation 3 | Be able to understand the fundamental theorems about AC circuits and apply its to the complex circuit analysis. | Be able to understand the fundamental theorems about AC circuits and apply its to the circuit analysis. | Be not able to understand the fundamental theorems about AC circuits. |
Assigned Department Objectives
MCCコア科目
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ディプロマポリシー 1
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Teaching Method
Outline:
In modern society, various electrical and electronic circuits enrich our lives. The purpose of this course is to acquire a basic analysis method to understand the mechanism of the electric circuit and the electronic circuit which is used in these. This subject focuses on the fundamental theorems about DC circuits and the concept of phasors in AC circuits.
Style:
Lectures led by teacher
Notice:
The recognition of credit requires 60 points or more rating.
Course Plan
|
|
|
Theme |
Goals |
| 1st Semester |
| 1st Quarter |
| 1st |
Guidance
Fundamentals of electric circuits |
Be able to describe Ohm's law and Kirchhoff's laws
|
| 2nd |
Voltage–current relationship for passive elements
Kirchhoff's laws |
Be able to apply Ohm's law and Kirchhoff's laws to find unknown values of DC circuits.
|
| 3rd |
Superposition theorem for DC circuits |
Be able to describe superposition theorem and apply it to DC circuits.
|
| 4th |
Thevenin's theorem for DC circuits |
Be able to describe Thevenin's theorem and transform DC circuits to Thevenin's equivalent circuit.
|
| 5th |
Norton's theorem for DC circuits |
Be able to describe Norton's theorem and transform DC circuits to Norton's equivalent circuit.
|
| 6th |
Power in DC circuits |
Be able to calculate the power of DC circuits.
|
| 7th |
Sinusoidal voltage and current |
Be able to describe the properties of sinusoidal wave, such as frequency and phase.
|
| 8th |
Midterm exam |
Midterm exam
|
| 2nd Quarter |
| 9th |
Phasor representation of sinusoidal variables |
Be able to describe the phasor representation of sinusoidal variables.
|
| 10th |
Phasor representation for I-V characteristics of R, L and C |
Be able to describe the phasor representation for I-V characteristics of R, L and C.
|
| 11th |
Impedance and admittance |
Be able to calculate the impedance and admittance of the circuits.
|
| 12th |
Sinusoidal steady-state circuit analysis (1) |
Be able to calculate variables of AC circuits.
|
| 13th |
Sinusoidal steady-state circuit analysis (2) |
Be able to calculate variables of AC circuits.
|
| 14th |
Sinusoidal steady-state circuit analysis (3) |
Be able to calculate variables of AC circuits.
|
| 15th |
Final exam |
Final exam
|
| 16th |
Summary |
Summarize the study content and confirm grades
|
Evaluation Method and Weight (%)
| Exam | other | Total |
| Subtotal | 80 | 20 | 100 |
| Basic Ability | 0 | 0 | 0 |
| Technical Ability | 80 | 20 | 100 |
| Interdisciplinary Ability | 0 | 0 | 0 |