課程名稱 
材料力學 Mechanics of Materials 
開課學期 
1121 
授課對象 
土木工程學系 
授課教師 
吳日騰 
課號 
CIE2006 
課程識別碼 
501E21210 
班次 
02 
學分 
4.0 
全/半年 
半年 
必/選修 
必修 
上課時間 
星期二6,7(13:20~15:10)星期四6,7(13:20~15:10) 
上課地點 
新304新304 
備註 
本課程以英語授課。 限本系所學生(含輔系、雙修生) 且 限學士班二年級 總人數上限：60人 


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課程概述 
This course introduces the basic concepts/principles of engineering mechanics, with a focus on the mechanics of materials. Prerequisites include statics, dynamics and calculus. To develop analytical techniques of mechanics of materials, this course will rely on students’ prerequisite knowledge of mathematics and basic science. However, exemptions of no prerequisites being taken may be allowed under special circumstances. Upon taking this course, students will learn the constitutive law of materials, and the behavior of axial member, beam and column, subjected to different types of external loads including axial force, torsion, bending moment and shear force. As an engineer, it is essential to understand the theoretical developments of analysis tools for the internal forces and deformations when a component of structure (e.g., bridge and building) experiencing external loads, in order to select the appropriate materials and design the dimension/shape of the component accordingly. This course will start with the introduction of common material properties (e.g., Young’s modulus, yielding strength, residual strain), the definition of stress and strain, followed by the mechanics of axial members, beam and column. Course materials may be slightly adjusted depending on the progress of the classes. Grading will be based on the attendance, assignments, quiz, midterm and final exam. 
課程目標 
At? the? end? of ?this? course, students are anticipated to be wellprepared in the following items:
1. Understand the behavior of materials subjected to excessive loads.
2. Identify members subjected to axial force, torsion, shear and bending moment.
3. Solve stress analysis and deformation (elongation, rotation, and deflection) problems for axial members and beams.
4. Identify column buckling.
5. Identify statically indeterminate beams.
6. Solve simple statically indeterminate problems in beams.
7. Understand the relationship between normal stress and shear stress. 
課程要求 
1. Prerequisites: Statics, Dynamics, Calculus
2. Absence of classes will be allowed only if the student informed the instructor in advance.
3. No plagiarism is allowed. 
預期每週課後學習時數 

Office Hours 
每週四 16:00~17:30 每週二 16:00~17:30 備註： Students are welcome to schedule a discussion with the instructor through emails in advance. 
指定閱讀 

參考書目 
None 
評量方式 (僅供參考) 

針對學生困難提供學生調整方式 
上課形式 
以錄音輔助, 以錄影輔助, 提供學生彈性出席課程方式 
作業繳交方式 

考試形式 

其他 


週次 
日期 
單元主題 
Week 1 
9/5, 9/7 
1.1, 1.41.9 (Introduction) 
Week 2 
9/12, 9/14 
2.12.3; 2.42.5 (Axial members) 
Week 3 
9/19, 9/21 
4.44.5; 4.44.5 (Shear and moment) 
Week 4 
9/26, 9/28 
Quiz (1.14.5), 5.1; 5.25.4 (Beams) 
Week 5 
10/3, 10/5 
5.55.6; 9.19.2 (Stress and deflection of beam) 
Week 6 
10/10, 10/12 
10/10(break); 9.39.4 
Week 7 
10/17, 10/19 
Quiz (5.19.4) (Deflection of beam); 9.5 
Week 8 
10/24, 10/26 
9.6 (Deflection of beam); 11.111.3 
Week 9 
10/31, 11/2 
11.4 (Column buckling); Midterm (111.4) 
Week 10 
11/7, 11/9 
10.1 (Indeterminate beam); 10.2 
Week 11 
11/14, 11/16 
10.310.4 (Indeterminate beam); 3.13.3 (Torsion members) 
Week 12 
11/21, 11/23 
3.6 (Torsion members); 3.8 
Week 13 
11/28, 11/30 
7.17.3 (Stressstrain transformation); Quiz (10.17.3) 
Week 14 
12/5, 12/7 
7.4 (Mohr's Circle); 7.7 
Week 15 
12/12, 12/14 
7.5 (Stressstrain transformation); 7.6 
Week 16 
12/19, 12/21 
8.18.2 (Pressure vessels); Final exam (all materials) 
