M2300B 教學大綱表

教學大綱表 (113學年度第2學期)

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課程名稱 Course Title	(中文) 材料力學 (英文) Mechanics Of Materials			開課單位 Departments	機械與材料工程學系
				課程代碼 Course No.	M2300B
授課教師 Instructor	曾信雄
學分數 Credit	3.0	必/選修 core required/optional	必修	開課年級 Level	大二
先修科目或先備能力(Course Pre-requisites)：工程靜力學
課程概述與目標(Course Overview and Goals)：材料力學又稱為材料強度學，為結合材料與工程力學之一門課程，主要為探討材料受到各種不同之力或力距作用時，材料之強度與變形或稱之為應力與應變之關係式。本課程將首先討論靜力學之平衡，次分別介紹各種不同形式之力，如軸向力、剪切力、扭力、及彎曲力距對於材料所造成之應力與應變及其關係式。本課程將作為瞭解材料各式力學行為之基礎。
教科書(Textbook)	W. F. Riley, L. D. Sturges, and D. H. Morris, Statics and Mechanics of Materials: An Integrated Approach, Second Edition, John Wiley & Sons, 2002
參考教材(Reference)	W. F. Riley, L. D. Sturges, and D. H. Morris, Mechanics of Materials, Sixth Edition, John Wiley & Sons, 2007

課程大綱 Syllabus			學生學習目標 Learning Objectives	單元學習活動 Learning Activities	學習成效評量 Evaluation	備註 Notes
序 No.	單元主題 Unit topic	內容綱要 Content summary	學生學習目標 Learning Objectives	單元學習活動 Learning Activities	學習成效評量 Evaluation	備註 Notes
1	Introduction and Review of Statics	 Rectangular components in two and three dimensions  Equilibrium: Concurrent force systems	 Rectangular components in two and three dimensions  Equilibrium: Concurrent force systems	講授
2	Stress, Strain, and Deformation: Axial Loading - I	 Internal forces  Stresses on an inclined plane	 Internal forces  Stresses on an inclined plane	講授
3	Stress, Strain, and Deformation: Axial Loading - II	 Displacement, deformation, and strain  Stress-strain-temperature relationships	 Displacement, deformation, and strain  Stress-strain-temperature relationships	講授
4	Stress, Strain, and Deformation: Axial Loading - III	 Thermal strain  Statically indeterminate members	 Thermal strain  Statically indeterminate members	講授	平時考
5	Equivalent Force/Moment Systems - I	 Vector presentation of a moment  Couples	 Vector presentation of a moment  Couples	講授
6	Equivalent Force/Moment Systems - II	 Equivalent force-couple Systems  Centroids	 Equivalent force-couple Systems  Centroids	講授
7	Equilibrium: Rigid and Deformable Bodies - I	 Free-body diagrams  Equilibrium in two dimensions	 Free-body diagrams  Equilibrium in two dimensions	講授	平時考
8	Midterm exam	Midterm exam	Midterm exam		期中考
9	Equilibrium: Rigid and Deformable Bodies - II	 Statically indeterminate problems  Equilibrium in three dimensions	 Statically indeterminate problems  Equilibrium in three dimensions	講授
10	Torsional Loading: Shafts - I	 The elastic torsion formula  Stresses on oblique planes	 The elastic torsion formula  Stresses on oblique planes	講授
11	Torsional Loading: Shafts - II	 Power transmission by torsional shafts  Statically indeterminate members	 Power transmission by torsional shafts  Statically indeterminate members	講授
12	Flexural Loading: Stresses in Beams	 The elastic flexural formula  Shear forces and bending moments in beams	 The elastic flexural formula  Shear forces and bending moments in beams	講授	平時考
13	Flexural Loading: Beam Deflections	 Deflections by integration  Deflections by superposition	 Deflections by integration  Deflections by superposition	講授
14	Combined Static Loading - I	 Stress at a general point in an arbitrarily loaded member  Plane stress and plane strain	 Stress at a general point in an arbitrarily loaded member  Plane stress and plane strain	講授
15	Combined Static Loading - II	 Mohr's circle  Generalized Hooke's law	 Mohr's circle  Generalized Hooke's law	講授	平時考
16	Final exam	Final exam	Final exam		期末考
17	預備週	使用ChatGPT 撰寫一篇期末報告	獨立學習與發表之能力。	心得發表	彈性教學
18	預備週	使用ChatGPT 撰寫一篇期末報告	獨立學習與發表之能力。	心得發表	彈性教學

彈性教學週活動規劃

序 No.	實施期間 Period	實施方式 Content	教學說明 Teaching instructions	彈性教學評量方式 Evaluation	備註 Notes
1	起:2024-06-10 迄:2024-06-21	5.小專題 Project	使用ChatGPT 撰寫一篇期末報告	期末報告之邏輯性與準確性。

教學要點概述：
1.自編教材 Handout by Instructor：
■ 1-1.簡報 Slids
□ 1-2.影音教材 Videos
□ 1-3.教具 Teaching Aids
■ 1-4.教科書 Textbook
□ 1-5.其他 Other
■ 2.自編評量工具/量表 Educational Assessment
□ 3.教科書作者提供 Textbook

成績考核 Performance Evaluation：期末考：35% 期中考：35% 彈性教學：10% 平時考：20%

教學資源(Teaching Resources)：
■ 教材電子檔(Soft Copy of the Handout or the Textbook)
□ 課程網站(Website)
扣考規定：https://curri.ttu.edu.tw/p/412-1033-1254.php