Computational science |
SASAKI, Shigeru |
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【 Informatics Science〈Correspondence Course〉(Master's Degree Program)･full year】
19-3-1714-2350 |
| １． |
Outline |
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The aim of this course is to learn a basic theory of the finite element method (FEM) and how to make the FEM calculation program.
This course is related to diploma policy 3.
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| ２． |
Objectives |
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By the end of the course, students should be able to do the following:
- acquire a basic solution of the finite element method through a one-element problem.
- acquire a basic solution of the finite element method through a multiple-element problem.
- write the fundamental FEM calculation program.
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| ３． |
Grading Policy |
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Grading will be decided based on the final examination (80%) and reports (20%).
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| ４． |
Textbook and Reference |
|
Fiji Fukumori, YOKU WAKARU YUUGENYOUSOHOU, OMUSYA (in Japanese)
The Learning materials are published on the LMS.
|
| ５． |
Requirements (Assignments) |
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The students are expected to solve online tests on the previous topic before stating the new topic.
|
| ６． |
Note |
|
|
| ７． |
Schedule |
|
| １. Fundamentals of the computational science |
| ２. Mathematical basics |
| ３. Fundamentals of the numerical calculation |
| ４. Fundamentals of the FEM (1) |
| ５. Fundamentals of the FEM (2) |
| ６. Fundamentals of the FEM (3) |
| ７. Programming exercse(1) |
| ８. Programming exercse(2) |
| ９. FEM with the multiple-elements (1) |
| 10. FEM with the multiple-elements (2) |
| 11. FEM with the multiple-elements (3) |
| 12. Programming exercse(3) |
| 13. Programming exercse(4) |
| 14. Practical FEM problem solving (1) |
| 15. Practical FEM problem solving (2) |
|
| １． |
Outline |
|
The aim of this course is to learn a basic theory of the finite element method (FEM) and how to make the FEM calculation program.
This course is related to diploma policy 3.
|
| ２． |
Objectives |
|
By the end of the course, students should be able to do the following:
- acquire a basic solution of the finite element method through a one-element problem.
- acquire a basic solution of the finite element method through a multiple-element problem.
- write the fundamental FEM calculation program.
|
| ３． |
Grading Policy |
|
Grading will be decided based on the final examination (80%) and reports (20%).
|
| ４． |
Textbook and Reference |
|
Fiji Fukumori, YOKU WAKARU YUUGENYOUSOHOU, OMUSYA (in Japanese)
The Learning materials are published on the LMS.
|
| ５． |
Requirements (Assignments) |
|
The students are expected to solve online tests on the previous topic before stating the new topic.
|
| ６． |
Note |
|
|
| ７． |
Schedule |
|
| １. Fundamentals of the computational science |
| ２. Mathematical basics |
| ３. Fundamentals of the numerical calculation |
| ４. Fundamentals of the FEM (1) |
| ５. Fundamentals of the FEM (2) |
| ６. Fundamentals of the FEM (3) |
| ７. Programming exercse(1) |
| ８. Programming exercse(2) |
| ９. FEM with the multiple-elements (1) |
| 10. FEM with the multiple-elements (2) |
| 11. FEM with the multiple-elements (3) |
| 12. Programming exercse(3) |
| 13. Programming exercse(4) |
| 14. Practical FEM problem solving (1) |
| 15. Practical FEM problem solving (2) |
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