教學大綱與進度
課程基本資料:
學年期
課號
課程名稱
階段
學分
時數
修
教師
班級
人
撤
備註
99-1
137519
工程數學
1
3.0
3
▲
陳文學
四電二丙
54
4
教學大綱與進度:
教師姓名
陳文學
Email
wschen@ntut.edu.tw
最後更新時間
2010-08-13 19:02:01
課程大綱
本課程將介紹工程上、物理上系統解析的相關數學工具,內容包括: 常微分方程式:一階,二階,及高階常微分方程,拉譜拉斯轉換,特殊函數及級數解
課程進度
Week 1 First Order Differential Equations, Preliminary Concepts Week 2 Separable Equations, Linear Differential Equations Week 3 Exact Differential Equations, Integrating Factors Week 4 Homogeneous, Bernoulli, Reccati Equations and Applications of Electrical Circuits Week 5 Second Order Differential Equations, Preliminary Concepts Week 6 Theory of Solutions, Reduction of Order Week 7 The Constant Coefficient Homogeneous Linear Equations, Euler Equations Week 8 The Nonhomogeneous Equation Week 9 Application of Second Order Differential Equations, Midterm Exam Week 10 The Laplace Transform, Definition and Properties Week 11 Solution of Initial Value Problems, Shifting Theorems Week 12 Convolution Theorem, Unit Impulses and The Dirac Delta Function Week 13 Laplace Transform Solution of Systems Week 14 Differential Equations with Polynomial Coefficients Week 15 Series Solution, Initial Value Problems Week 16 Using Recurrence Relations Week 17 Singular points and the Method of Frobenius Week 18 Second Solutions and Logarithm Factors, Final Exam.
評量方式與標準
1.Homework 10% 2.Attendance 10% 3.Quizzes 20% 4.Midterm exam. 30% 5.Final exam. 30%
使用教材、參考書目或其他
【遵守智慧財產權觀念,請使用正版教科書,不得使用非法影印教科書】
使用外文原文書:
Textbook: Advanced Engineering Mathematics 6th Edition Peter V. O’Neil Reference Book:Differential Equations with Boundary-Value Problems 6th Ed. Dennis G. Zill and Michael R. Cullen
課程諮詢管道
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