試験(Examination) | Total. | |
---|---|---|
1. | 45% | 45% |
2. | 45% | 45% |
3. | 10% | 10% |
Total. | 100% | - |
Class schedule | HW assignments (Including preparation and review of the class.) | Amount of Time Required | |
---|---|---|---|
1. | 振動工学総論(工学における振動問題とは?) Introduction to Vibration Engineering (What are vibration problems in engineering?) |
バネの静力学を復習する。 Review the statics of springs. |
200minutes |
2. | 機械要素(バネ・マス・ダンパ)、振動の表記方法 Mechanical elements (springs, masses, dampers), notation for vibrations |
ニュートンの運動方程式を復習する。 Review Newton's laws of motion. |
200minutes |
3. | 1自由度系の非減衰自由振動 Undamped free vibration of a single degree of freedom system |
復習 Review |
200minutes |
4. | 1自由度系の減衰自由振動 Damped free vibration of a single degree of freedom system |
復習 Review |
200minutes |
5. | 1自由度系の非減衰・減衰強制振動(1) 調和外力による振動 Undamped and damped forced vibration of a single degree of freedom system (1): Vibration due to harmonic external force |
復習 Review |
200minutes |
6. | 1自由度系の非減衰・減衰強制振動(2) 変位励振 Undamped and damped forced vibration of a single degree of freedom system (2): Vibration due to displacement excitation |
復習 Review |
200minutes |
7. | 中間試験と解説 Midterm Examination and Explanation |
復習 Review |
200minutes |
8. | 2自由度系の非減衰振動 | 復習 Review |
200minutes |
9. | 2自由度系の減衰振動 | 復習 Review |
200minutes |
10. | 並進・回転系の連成振動 | 復習 Review |
200minutes |
11. | 多自由度振動系の振動 ラグランジュ方程式 | 復習 Review |
200minutes |
12. | 多自由度振動系とモード | 復習 Review |
200minutes |
13. | 回転振動、梁の振動 | 復習 Review |
200minutes |
14. | 期末試験 | 復習 Review |
200minutes |
Total. | - | - | 2800minutes |
ways of feedback | specific contents about "Other" |
---|---|
Feedback in the class |
Work experience | Work experience and relevance to the course content if applicable |
---|---|
Applicable | 担当教員は、企業の研究所にてメカトロニクス・ロボット要素技術開発を担当し、回転体のバランス検査装置や構造物の打振検査システム等の開発業務にて振動工学の実践経験がある。授業では、その知見を学生と共有する。 The instructor has practical experience in vibration engineering through their role in developing mechatronics and robotics technologies at a corporate research institute, including the development of balancing machines for rotating bodies and excitation inspection systems for structures. In the class, this knowledge will be shared with students. |