| 課程與核心能力關聯配比(%) |
課程目標之教學方法與評量方法 |
| 課程目標 |
核心能力 |
配比(%) |
教學方法 |
評量方法 |
Teaching students to have the skills to work with ordinary differential equations, Laplace transforms, series solutions, and matrix operations and applications.
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| 1.運用數學、科學及機械工程知識之能力。 |
| 4.具人文素養並能認識時事議題、瞭解科學與工程技術對環境永續、社會共好、及全球發展的影響。 |
| 5.培養學生自我學習之能力。 |
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| 授課內容(單元名稱與內容、習作/每週授課、考試進度-共16週加自主學習) |
| 週次 |
授課內容 |
| 第1週 |
Introduction to differential equations
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| 第2週 |
First-order differential equations
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| 第3週 |
First-order differential equations. |
| 第4週 |
First-order differential equations.1st exam. |
| 第5週 |
Higher-order differential equations
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| 第6週 |
Higher-order differential equations |
| 第7週 |
Higher-order differential equations. |
| 第8週 |
Higher-order differential equations. 2nd exam. |
| 第9週 |
Laplace Transform |
| 第10週 |
Laplace Transform |
| 第11週 |
Laplace Transform.
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| 第12週 |
Laplace Transform. 3rd exam. |
| 第13週 |
Series Solution of linear equation. |
| 第14週 |
Series Solution of linear equation |
| 第15週 |
Matrices. |
| 第16週 |
Matrices. Final exam.
Self-learning. Engaging in the study and self-practice of engineering mathematics exercises.
Self-learning. Engaging in the study and self-practice of engineering mathematics exercises, along with submitting self-practice homework. |
自主學習
內容 |
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| 學習評量方式 |
(1) 1st exam 20%.
(2) 2nd exam 20%.
(3) 3rd exam 20%
(4) Final exam 20%.
(5) Homework and self-learning 20%. |
| 教科書＆參考書目(書名、作者、書局、代理商、說明) |
Textbook: D.G. Zill and M.R. Cullen, Advanced Engineering Mathematics, 7th edition,
Jones and Bartlett Publishers, 2021.(滄海書局代理)
Reference books: Advanced Engineering Mathematics, Erwin Kreyszig,9th Edition, John Wiley &
Sons, Inc., 歐亞書局
Advanced Engineering Mathematics, Peter O’Neil, 8th Edition, Thomson, 華泰文化 |
| 課程教材（教師個人網址請列在本校內之網址） |
Textbook
iLearning 數位教學平台 |
| 課程輔導時間 |
AM 10:00-12:00 on Wednesday
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| 聯合國全球永續發展目標(連結網址) |
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