| 當期課號 | 7152 | Course Number | 7152 |
|---|---|---|---|
| 授課教師 | 余志鵬 | Instructor | YU,CHIH PENG |
| 中文課名 | 高等結構 | Course Name | Advanced Structures |
| 開課單位 | 營建工程系碩士班一A | Department | |
| 修習別 | 選修 | Required/Elective | Elective |
| 學分數 | 3 | Credits | 3 |
| 課程目標 | 以系統化之方式教導學生，使其了解結構勁度法與柔度法之原理，及其在複雜三維結構上之應用。主要內容包括梁、平面 架與構架、空間 架與構架等之結構分析原理，此外並介紹相關之程式應用。 | Objectives | This course emphasizes the systematic approach to the stiffness method and flexibility method, along with its application in complex structures. Specific structural types covered in this course are beam, grid, plane truss, space truss, plane frame, and space frame. |
| 教材 | 教科書 Matrix Structural Analysis, 2nd Edition, by McGuire et al., Wiley, 2000. 主要參考資料 1. Matrix Structural Analysis, 1st Edition, by McGuire et al., Wiley, 1979. 2. Finite Element Procedures, by Klaus-Jürgen Bathe, Prentice Hall, 1996. |
Teaching Materials | Matrix Structural Analysis, 2nd Edition, by McGuire et al., Wiley, 2000. |
| 成績評量方式 | Hand-writing Homework 15% (about 7-8 times) Numerical Homework 15% (about 5 times) 1 Semester report 10% (due on final class date) 2 Quizzes 20% Midterm and Final exams 20%×2 |
Grading | 手算作業 15% (about 7-8 times) 數值作業 15% (about 5 times) 學期報告 10% (due on final class date) 小考 20% 期中與期末測驗 20%×2 |
| 教師網頁 | http://www.cyut.edu.tw/~cpyu | ||
| 教學內容 | 1. Introduction, Definitions And Concepts (1.1-1.2, 2.1-2.3, 3.4, 8.1) 2. Basic Equations: Equilibrium, Compatibility And Constitutive Equations (Class Notes) 3. Review Of The Stiffness Method Of Analysis (2.4-2.6) 4. Stiffness Method And Virtual Work (3.1-3.3, 3.5, 6.1-6.4) 5. The Beam Element (4.5-4.7) 6. Coordinate Transformation; Contragredient And Congruent Transformations (5.1) 7. Equivalent Nodal Loads; Self-Straining Problems; Support Settlement (5.2-5.3) 8. Solution Of Linear Algebraic Equations (11.1-11.6) 9. Virtual Work Principles In Framework Analysis (7.1-7.5) 10. Special Analysis Procedures (13.1-13.6, Class Notes) 11. Element Flexibility Matrix (Class Notes, 4.4) 12. Virtual Force Principles (6.5, 7.6) 13. Introduction To Nonlinear Structural Analysis (8.1-8.3) 14. Eigenvalue Problems (Class Notes) 15. Brief Notes On Analysis Of Curved Beam, Thin-Walled Members (Optional, not likely to be taught but if time permits) |
Syllabus | 課程主題包括 1. Introduction, Definitions And Concepts (1.1-1.2, 2.1-2.3, 3.4, 8.1) 2. Basic Equations: Equilibrium, Compatibility And Constitutive Equations (Class Notes) 3. Review Of The Stiffness Method Of Analysis (2.4-2.6) 4. Stiffness Method And Virtual Work (3.1-3.3, 3.5, 6.1-6.4) 5. The Beam Element (4.5-4.7) 6. Coordinate Transformation; Contragredient And Congruent Transformations (5.1) 7. Equivalent Nodal Loads; Self-Straining Problems; Support Settlement (5.2-5.3) 8. Solution Of Linear Algebraic Equations (11.1-11.6) 9. Virtual Work Principles In Framework Analysis (7.1-7.5) 10. Special Analysis Procedures (13.1-13.6, Class Notes) 11. Element Flexibility Matrix (Class Notes, 4.4) 12. Virtual Force Principles (6.5, 7.6) 13. Introduction To Nonlinear Structural Analysis (8.1-8.3) 14. Eigenvalue Problems (Class Notes) 15. Brief Notes On Analysis Of Curved Beam, Thin-Walled Members (Optional, not likely to be taught but if time permits) |