Relevance of Course Objectives and Core Learning Outcomes(%) |
Teaching and Assessment Methods for Course Objectives |
Course Objectives |
Competency Indicators |
Ratio(%) |
Teaching Methods |
Assessment Methods |
學習並了解與解決物理問題的數學之技巧與相關知識,使學生具備基礎數學能力,最重要是,介紹其能夠使用在相關之物理專業科目。上學期課程,將學習如何解物理學中的微分方程式。
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2.Professional knowledge and skills |
3.Problem analysis and logical deduction |
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Exercises |
Discussion |
Lecturing |
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Attendance |
Oral Presentation |
Assignment |
Quiz |
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Course Content and Homework/Schedule/Tests Schedule |
Week |
Course Content |
Week 1 |
*實際教學進度將視學生吸收情況調整*
微分方程簡介
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Week 2 |
一階常微分方程之求解 |
Week 3 |
積分因子 |
Week 4 |
二階線性常微分方程之求解 |
Week 5 |
二階線性常微分方程之求解 |
Week 6 |
二階線性常微分方程之求解 |
Week 7 |
高階常微分方程與一階常微分方程組 |
Week 8 |
期中考 |
Week 9 |
一階常微分方程組之求解 |
Week 10 |
常微分方程之冪級數解 |
Week 11 |
常微分方程之冪級數解 |
Week 12 |
特殊函數與 Legendre多項式 |
Week 13 |
Bessel函數 |
Week 14 |
Bessel函數與 Gamma函數 |
Week 15 |
Sturm-Liouville問題 |
Week 16 |
期末考
自主學習
自主學習 |
self-directed learning |
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Evaluation |
作業40%,期中考30%,期末考30%
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Textbook & other References |
Mathematical Methods in the Physical Sciences (3rd edition), Mary L. Boas, Wiley |
Teaching Aids & Teacher's Website |
課本、教師講義
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Office Hours |
有需要的學生可以以電子信箱與授課老師預約時間
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Sustainable Development Goals, SDGs(Link URL) |
| include experience courses:N |
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