課程資訊
課程名稱
 工程數學2
Engineering Mathematics 2 
開課學期
 109-2 
授課對象
 土木工程學系  
授課教師
 鄭富書 
課號
 CIE1016 
課程識別碼
 501E12020 
班次
 01 
學分
 2.0 
全/半年
 半年 
必/選修
 必修 
上課時間
 星期二6,7(13:20~15:10) 
上課地點
 土320 
備註
 本課程以英語授課。
限學士班一年級 且 限本系所學生(含輔系、雙修生)
總人數上限：40人 
Ceiba 課程網頁
 http://ceiba.ntu.edu.tw/1092CIE1016_01 
課程簡介影片
 
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課程概述

To study the physical nature of engineering problems, Mathematics is a good tool, which formulates the problems studied in terms of differential equations, i.e. Governing Equations, and by solving the D.E., we can have a insight look of the properties of the problem and find solutions accordingly.  

課程目標
 To enable the students to solve Differential Equations, including ODE and PDE. The methods taught include analytical methods, series solutions, Laplace transform and Fourier transform. 
課程要求
 3 exams 35 % each, home work 15 %, Questions In Class (QIC) & quiz 15 % 
預期每週課後學習時數
  
Office Hours
  
指定閱讀
 1. Lecture notes
2. Jeffrey, 2002. Advanced Engineering Mathematics. Harcourt/Academic Press.
3. Kreyszig, 2011. Advanced Engineering Mathematics, 10th Ed. Wiley. 
參考書目
 1. Zill and Gullen, 2006. Advanced Engineering Mathematics, 3rd Ed. Johes and Bartlett Publishers.
2. Rahman, 1991. Applied Differential Equations for Scientists and Engineers, Vol. 2, Partial Differential Equations. Computational Mechanics Publications.
3. Pinchover and Rubinstein, 2005. An Introduction to Partial Differential Equations. Cambridge University Press.
4. O’Neil, 1991. Advanced Engineering Mathematics. Wadsworth.
5. Grossman and Derrick, 1988. Advanced Engineering Mathematics. Harper Collings. 
評量方式
(僅供參考)
    
課程進度
週次
日期
單元主題
Week 1
 02/23  Course introduction 1
Ch.1 1st order ODE 1 
Week 2
 03/02  Ch.1 1st order ODE 2 
Week 3
 03/09  Ch 2 2nd order ODE 2 
Week 4
 03/16  Ch 2 2nd order ODE 1
Ch 3 Higher order ODE 1 
Week 5
 03/23  Ch 3 Higher order ODE 2 
Week 6
 03/30  Ch 4 System ODE 2 
Week 7
 04/06  Spring break 
Week 8
 0413  Exam 1 (Ch. 1~4) 
Week 9
 04/20  Ch 5 Power series 2 
Week 10
 04/27  Ch 5 Power series 2 
Week 11
 05/04  Ch 5 Power series 2 
Week 12
 05/11  Ch 5 Power series 2 
Week 13
 05/18  Ch 6 Laplace Transform 2 
Week 14
 05/25  Ch 6 Laplace Transform 2 
Week 15
 06/01  Ch 6 Laplace Transform 2 
Week 16
 06/08  Exam 2 (Ch. 5~6) 
Week 17
   No class