Course Introduction
有限元素法
Method of Finite Elements — 114-2 Elective course (3.0 credits). FEM theory, MATLAB programming, and ABAQUS applications.
✦ Course Information
| Course title | 有限元素法 / Method of Finite Elements |
|---|---|
| Semester | 114-2 |
| Designated for | — |
| Curriculum Number | CIE7017 |
| Curriculum Identity Number | 521EM1210 |
| Class | — |
| Credits | 3.0 |
| Full / Half Yr. | Half |
| Required / Elective | Elective |
| Remarks | Restriction: MA students and beyond. The upper limit of the number of students: 52. |
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Class Section
| Class | Instructor | Time | Location |
|---|---|---|---|
| — | Tung-Yu Wu | Wednesday 2, 3, 4 (9:10–12:10) | — |
Course Description
This course aims to introduce the finite element method, which has been considered the most useful tool for solving engineering problems governed by partial differential equations. The contents are vast, and the commercial programs are sophisticated. It is, therefore, important to cover the essential aspects of the method. This course will guide you through the mathematical and algebraic basis of the method and help you acquire hands-on experience in programming and commercial software.
Course Objective
Develop a solid foundation in FEM theory and formulation, and apply it through hands-on finite element programming in MATLAB and practical modeling/analysis workflows using commercial software (ABAQUS)
Course Requirement
- Student Workload (Expected weekly study hours before and/or after class): one and four weekly study hours before and/or after class
- Office Hours: Appointment required.
- Designated reading: —
References
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Grading
| No. | Item | % | Explanations for the conditions |
|---|---|---|---|
| 1. | Homework | 40% | including problems solving, MATLAB programming, and FEA practices |
| 2. | Midterm Exam | 30% | — |
| 3. | Quiz | 10% | — |
| 4. | Final Project | 20% | — |
Grading Policy
NTU has not set an upper limit on the percentage of A+ grades.
Letter Grade System
NTU uses a letter grade system for assessment. The grade percentage ranges and the single-subject grade conversion table in the National Taiwan University Regulations Governing Academic Grading are for reference only. Instructors may adjust the percentage ranges according to the grade definitions. For more information, see the Assessment for Learning Section.
Progress
| Week | Date | Topic |
|---|---|---|
| Week 1 | 2/25 | Fundamental Concept in Finite Element Formulation (1/2) |
| Week 2 | 3/4 | Fundamental Concept in Finite Element Formulation (2/2) |
| Week 3 | 3/11 | 1D Finite Element Formulation (1/4) |
| Week 4 | 3/18 | 1D Finite Element Formulation (2/4) |
| Week 5 | 3/25 | 1D Finite Element Formulation (3/4) |
| Week 6 | 3/30 | 1D Finite Element Formulation (4/4) |
| Week 7 | 4/8 | 2D T3 and Rectangular Finite Element Formulation (1/3) |
| Week 8 | 4/15 | 2D T3 and Rectangular Finite Element Formulation (2/3) |
| Week 9 | 4/22 | 2D T3 and Rectangular Finite Element Formulation (3/3) |
| Week 10 | 4/29 | Midterm Exam |
| Week 11 | 5/6 | 2D Isoparametric Formulation (1/4) |
| Week 12 | 5/13 | 2D Isoparametric Formulation (2/4) |
| Week 13 | 5/20 | 2D Isoparametric Formulation (3/4) |
| Week 14 | 5/27 | 2D Isoparametric Formulation (4/4) |
| Week 15 | 6/3 | 1. Quiz 2. Application of Finite Element Analysis in Structural Engineering by Dr. 吳演聲 |
| Week 16 | 6/10 | Final Project Due |
