查詢教學大綱與進度

教學大綱與進度

課程基本資料：

學年期課號課程名稱階段學分時數修教師班級人撤備註

108-2 268700 結構矩陣分析 1 3.0 3 ★ 李有豐土木四甲
土木四乙
土木三甲
土木三乙 29 0 土木三四甲乙合開,上限40人

學年期	課號	課程名稱	階段	學分	時數	修	教師	班級	人	撤	備註
108-2	268700	結構矩陣分析	1	3.0	3	★	李有豐	土木四甲土木四乙土木三甲土木三乙	29	0	土木三四甲乙合開,上限40人

教學大綱與進度：

教師姓名李有豐

Email yfli@ntut.edu.tw

最後更新時間 2020-03-13 00:38:54

課程大綱本課程主要教授學生七大項方向: 1.複習矩陣學 2.結構矩陣學基本概念 3.勁度法觀念 4.勁度法解桁架問題與程式分析實習 5.勁度法解梁問題與程式分析實習 6.勁度法解剛架問題與程式分析實習學生需具有矩陣分析、材料力學與結構學之基本知識。 =============== The course contents are divided into 7 major topics: 1. Review the matrix theory; 2.Basic concepts of the matrix structural theory; 3. Stiffness method; 4. Using stiffness method to solve truss problem; 5. Using stiffness method to solve beam problem; 6. Using stiffness method to solve rigid frame problem; 7. Practice of the structural analysis program. Students must have the knowledge of Matrix Analysis, Mechanics of Materials, and Theory of Structures.

課程進度 Week 1: Introduction to Matrix Structural Analysis Week 2: CH1 Matrix, Determinants and System of Linear Equations Week 3: CH2 Basic Concept Week 4: CH3 Stiffness Method Week 5: CH3 Stiffness Method Week 6: CH4 Analysis of Truss using Stiffness Method Week 7: CH4 Analysis of Truss using Stiffness Method (continue) Week 8: CH4 Examples using softwares to solve problem (continue) Week 9: Midterm Exam Week 10: CH5 Analysis of Beams Using the Stiffness Method Week 11: CH5 Analysis of Beams Using the Stiffness Method (continue), Week 12: CH5 Example using softwares to solve problem (continue) Week 13: CH6 Analysis of Rigid Frames Using the Stiffness Method Week 14: CH6 Analysis of Rigid Frames Using the Stiffness Method (continue) Week 15: CH6 Example using softwares to solve problem Week 16: CH6 Example using softwares to solve problem (continue) Week 17: CH7 Others Week 18: Final Exam

評量方式與標準期中考30% 期末考30% 平時成績40%(課堂表現、作業、出席、小考與其他) ========================================= Midterm Exam 30%, Final Exam 30% Others (Homework, Quiz, Attendance, etc.) 40%

使用教材、參考書目或其他 【遵守智慧財產權觀念，請使用正版教科書，不得使用非法影印教科書】

使用外文原文書：是
教材以老師編撰的講義為主。參考書籍: 1. Sack, R.L., “Matrix Structural Analysis”, 1994; 2. Kassimali, A., “Matrix Analysis of Structures”, 2nd Ed.; 3. Mcguire, Gallagher, Ziemain, “Matrix Structural Analysis”, 2000.

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教師姓名	李有豐
Email	yfli@ntut.edu.tw
最後更新時間	2020-03-13 00:38:54
課程大綱	本課程主要教授學生七大項方向: 1.複習矩陣學 2.結構矩陣學基本概念 3.勁度法觀念 4.勁度法解桁架問題與程式分析實習 5.勁度法解梁問題與程式分析實習 6.勁度法解剛架問題與程式分析實習學生需具有矩陣分析、材料力學與結構學之基本知識。 =============== The course contents are divided into 7 major topics: 1. Review the matrix theory; 2.Basic concepts of the matrix structural theory; 3. Stiffness method; 4. Using stiffness method to solve truss problem; 5. Using stiffness method to solve beam problem; 6. Using stiffness method to solve rigid frame problem; 7. Practice of the structural analysis program. Students must have the knowledge of Matrix Analysis, Mechanics of Materials, and Theory of Structures.
課程進度	Week 1: Introduction to Matrix Structural Analysis Week 2: CH1 Matrix, Determinants and System of Linear Equations Week 3: CH2 Basic Concept Week 4: CH3 Stiffness Method Week 5: CH3 Stiffness Method Week 6: CH4 Analysis of Truss using Stiffness Method Week 7: CH4 Analysis of Truss using Stiffness Method (continue) Week 8: CH4 Examples using softwares to solve problem (continue) Week 9: Midterm Exam Week 10: CH5 Analysis of Beams Using the Stiffness Method Week 11: CH5 Analysis of Beams Using the Stiffness Method (continue), Week 12: CH5 Example using softwares to solve problem (continue) Week 13: CH6 Analysis of Rigid Frames Using the Stiffness Method Week 14: CH6 Analysis of Rigid Frames Using the Stiffness Method (continue) Week 15: CH6 Example using softwares to solve problem Week 16: CH6 Example using softwares to solve problem (continue) Week 17: CH7 Others Week 18: Final Exam
評量方式與標準	期中考30% 期末考30% 平時成績40%(課堂表現、作業、出席、小考與其他) ========================================= Midterm Exam 30%, Final Exam 30% Others (Homework, Quiz, Attendance, etc.) 40%
使用教材、參考書目或其他	【遵守智慧財產權觀念，請使用正版教科書，不得使用非法影印教科書】使用外文原文書：是教材以老師編撰的講義為主。參考書籍: 1. Sack, R.L., “Matrix Structural Analysis”, 1994; 2. Kassimali, A., “Matrix Analysis of Structures”, 2nd Ed.; 3. Mcguire, Gallagher, Ziemain, “Matrix Structural Analysis”, 2000.
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