1. |
|
공학적 문제 해결의 방법 Matrix Algebra - Matrix addition, multiplication, inverse matrix, - Transformation of matrix |
|
|
2. |
|
Review on Mechanics of Materials - Equilibrium equations - Strain-displacement relations - Stress-strain relations |
|
|
3. |
|
Introduction to Stiffness Method I - Stiffness matrix - Derivation of element stiffness equations - 집중하중, 중력, 원심력, 열팽창 |
|
|
4. |
|
Introduction to Stiffness Method II - Global stiffness matrix - Boundary conditions - Penalty method - Potential energy approach |
|
|
5. |
|
Development of Truss Equations I - Derivation of stiffness equations |
|
|
6. |
|
Development of Truss Equations I - Potential energy approach Methods for Solution of Simultaneous Linear Equations |
|
|
7. |
|
Development of plane stress and plane strain stiffness equations - Derivation of stiffness equations - Triangular elements (Constant Strain Triangle vs. Linear Strain Triangle) - Gaussian quadrature |
|
|
8. |
|
중간고사 |
중간고사 |
|
9. |
|
HyperWorks 실습: Basic Interaction with HyperMesh (학습내용 보기) |
|
|
10. |
|
HyperWorks 실습: Geometry Clean-up (학습내용 보기) |
|
|
11. |
|
HyperWorks 실습: Shell Meshing (학습내용 보기) |
|
|
12. |
|
HyperWorks 실습: 3D Solid Meshing (학습내용 보기) |
|
|
13. |
|
HyperWorks 실습: Analysis Setup and Loading (학습내용 보기) |
|
|
14. |
|
HyperWorks 실습: HyperView Desktop Environment & HyperView Animation and View Controls (학습내용 보기) |
|
|
15. |
|
HyperWorks 실습: HyperView: Stress/Strain Analysis (학습내용 보기) |
|
|
16. |
|
Term Project 보고서 제출 및 발표 (학습내용 보기) |
기말고사 |
|