ME 7112
Fall 2019
有限元素法 Finite Element Method
Instructors:
Prof. JiaYang Juang (莊嘉揚), 工綜713, 0233669406, jiayang@ntu.edu.tw
Teaching Assistant (TA), 徐亦賢, 工綜410, r08522503@ntu.edu.tw
Class Meetings
Lecture: Thursdays 789, 綜301
Office Hours: 莊嘉揚(工綜713):
Mondays
11:0012:00
徐亦賢(工綜410):
Tuesdays
10:0012:00
Text Books:
(Required) J. N. Reddy, “An Introduction to the Finite Element Method,” Thrid edition 東華書局代理, flwu@tunghua.com.tw
(Reference) S. Moaveni, “Finite Element Analysis, Theory and Application with ANSYS,” Third edition 高立圖書代理, gauli@ms37.hinet.net
(Reference) D. L. Logan, “A First Course in the Finite Element Method,” Fifth edition 歐亞書局代理, michelle.yang@eurasia.com.tw
(Reference) HueiHuang Lee, “Finite Element Simulations with ANSYS Workbench 15,” SDC Publications, August 7, 2014
(Reference) ANSYS Help (APDL)/ User Mannuals
Grading:
15% Homework assignments
 assigned approximately every two weeks
 submit to TA
25% One midterm exam
 Closed book (open one A4 sheet)
 No makeups
35% Term project
 3~4 students per
group
 12minute oral presentation + 3minute Q&A (助教評分
35%
´
25%,
學生互評
35%
´
25%)
 term paper
(35%
´
50%)
25%
Final exam: Given in class in the final week of semester, closed book
(open one A4 sheet),
no makeup
Tentative Schedule, [last updated: 2019/12/05]
Week  Dates  Topics  Chapters  Lecture Notes  Homework 
1 
9/12 
 Course outline  Introduction 
1 
syllabus  
2 
9/19 
 Introduction  The mathematical approaches 
1 2 
HW 1 (due Sep. 26)  
3 
9/26 
 The mathematical approaches 
2 
Lec 2  HW 2 (due Oct. 9) 
4 
10/3 
 Onedimensional finite element analysis 
3  HW 3 (due Oct. 24)  
5 
10/10 
No class 


6 
10/17 
 Onedimensional finite element analysis 
3 
Lec 3  
7 
10/24 
 Onedimensional finite element analysis 
3, 4  Lec 4  HW 4 (due Oct. 31) 
8 
10/31 
 Bending of beams 
5  
9 
11/7 
 Midterm I (Chap. 14) 


10 
11/14 
 Term project progress report due  Bending of beams 
5 
Lec 5   Present your term project proposals in class 
11 
11/21 
 Eigenvalue and Timedependent problems 
6  HW 5 (due Nov. 28)  
12 
11/28 
 Twodimensional problems 
8 
Lec 6  HW 6 (due Dec. 5) 
13 
12/5 
 Twodimensional problems 
8 
HW 7 (due Dec. 19)  
14 
12/12 
 Numerical integration 
7 & 9 
Lec 7  
15 
12/19 
 Numerical integration 
7 & 9 

16 
12/26 
 Numerical integration 
7 & 9 


17 
1/2 
 Term project due and oral presentations 

 10 mins per group (~10 slides) + 2 mins Q&A  Email your ppt before 1 pm 1/2 

18 
1/9 
Final Exam (Chap. 5~9) 
 Email your term paper (pdf) before 1 pm 1/9 