PME200201 Engineering Mathematics II (工程數學二)
(Spring 2021)
Course Information
Instructor: Liu, Cheng-Hsien (email: liuch@pme.nthu.edu.tw)
Office: Room 517, Engineering Building #1
Phone: (03) 5742496
Lectures: Time: Monday 10:10am- 11:50am (no class break) & Wed. 9:00am~9:50am
Location: Room 214, Engineering Building #1
Office Hours: Wed. 10:00am~11:50am and appointment by email
TAs: 劉福開 x432423xa@gmail.com
TA hours: http://mx.nthu.edu.tw/~chhsliu/EMII/PME200201_TA_Hours.pdf
Course Web site: http://mx.nthu.edu.tw/~chhsliu/EMII/PME200201_Liu.html
Course Objectives
This course is the second course for Engineering Mathematics.
The goal of this course is to introduce undergraduate students to those areas
of mathematics which are fundamental and important for engineering-problem
solving. This course covers the concepts, theories, and applications of
mathematics, as required in engineering practice. Basic knowledge on linear algebra, differential equations, Fourier Transforms
and complex analysis will be covered.
General Info
- Textbook: (If
you have either of the
following books from course Engineering
Mathematics I, you do not need to purchase new textbook. However, I will mainly follow one book. Presently I choose Kreyszig’s book.)
1.
Erwin Kreyszig, “Advanced Engineering Mathematics, 10th
Edition,” John Wiley & Sons, Inc. (主要上課參考書,若沒有書(修工數一時,不是用此書),我們提供洪哲文教授講義當此書參考)
2.
Peter V. O’Neil, "Advanced Engineering Mathematics", 8th
edition, Cengage Learning
3.
Dennis G. Zill, “Advanced Engineering Mathematics, 6th Edition,”
Jones & Bartlett Learning
- Grading:
- Two Midterm
exams : 30%+30%
- Final
exam: 30%
- Class attendance, class response/performance, Quiz (if there is
any), homework (log in your ilms account): 10 % (I also reserve ~5+/-
pts extra credit based on your class performance and attendance)
- Policy for Exam Cheating- Exam
cheating will make you fail for this class.
Course Topics
|
Topics |
Erwin Kreyszig’s
Book |
Dennis G. Zill’s Book |
Peter V. O’Neil’s Book |
|
Linear Algebra |
Chapter
7 & 8 (Chapter 4) |
Chapter
7 & 8 (Chapter 10) |
Chapter
10.5/10.6 & 11, 12, 13 |
|
Fourier
Transforms |
Chapter
11 |
Chapter
12 & 15 |
Chapter
17 & 18 |
|
Partial Differential Equations (Fourier Transform /Fourier
Series) |
Chapter
12 |
Chapter
13 & 14 |
Chapter
4, 5, 6 |
|
Complex Analysis (optional/ up to schedule) |
Chapter
13, 14 & 16 |
Chapter
17, 18, 19 & 20 |
Chapter
19 & 20 |
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Last
updated: Feb. 18, 2021 by Cheng-Hsien Liu