Strength of materials - Chapter 1: Basic concepts - Nguyễn Sỹ Lâm
1.1 BASIC CONCEPTS OF STRENGTH OF
MATERIALS COURSE
What is “MECHANICS OF MATERIALS” (SBVL là gì) ?
• Mechanics of Materials is a branch of Applied Mechanics that
deals with the behavior of DEFORMABLE solid bodies subject to
various types of loading.
• Other names:
Strength of Materials
Mechanics of Deformable Bodies
MATERIALS COURSE
What is “MECHANICS OF MATERIALS” (SBVL là gì) ?
• Mechanics of Materials is a branch of Applied Mechanics that
deals with the behavior of DEFORMABLE solid bodies subject to
various types of loading.
• Other names:
Strength of Materials
Mechanics of Deformable Bodies
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- STRENGTH OF MATERIALS, COURSE CODE: INTRODUCTION: 2016 • Lecturers: Dr. Lam Nguyen-Sy (Nguyễn Sỹ Lâm), B6, Civil Eng Building Email: lamns@hcmut.edu.vn, Phone: 0916511973 • Lectures: Monday pm – pm, Room 304 H2 - 205H2 Building Friday pm – pm, Room 403 H2 • Consultation: (1) try your peer students, (2) then try your tutor, (3) then Lecturers (room , Tuesday - pm & Wednesday - pm)
- AIMS The subject aims: - To equip the student with essential knowledge about external and internal forces occurring in simple structural elements under the action of various types of loadings. - To understand the determination of the stresses, strains and displacements produced by the loads. - To furnish an understanding of the mechanical behavior of materials, which is essential for the safe design of all structures in civil and mechanical engineering.
- LEARNING EXPECTATIONS A DAM: WHAT IS THE BASIC PRINCIPLE OF ITS STRUCTURE?
- LEARNING EXPECTATIONS A BRIDGE: WHY DOES IT HAVE THIS SHAPE? FOR BEAUTY OR ANYTHING ELSE?
- LEARNING EXPECTATIONS SOME BRIDGE MODELS: ANY GENERAL PRINCIPLES?
- LEARNING EXPECTATIONS At the end of this course, the student should be able to: • Knowledge - Draw the diagrams of internal forces: axial force, shear force, bending moment - Analysis of stresses, displacements of simple structures - Identify of mechanical properties of materials. - Analysis of stability of simple structures • Skills - Model from the real structures to analytical models - Extend in the professional courses - Explaining your works effectively in writing. THIS COURSE PROVIDES THE VERY FIRST BASE OF ALL CIVIL ENGINEERS, MECH. ENGINEERS – LIKE CHILDREN LEARN HOW TO SPELL.
- COURSE OUTLINE Section Content Tasks/Milestone Begins with a review of the fundamental concepts and assumptions and the 1 importance of satisfying equilibrium 2 Theory of internal forces is described Analysis of normal stress in axial loaded members and discussion of some of the 3 mechanical properties are given 4 Concept of state of stress and the relations of stresses and strains are presented 5 Application of various theories of failure are presented 6 Geometric properties of cross sections are presented 7 Bending problem in-plane, stress-strain relationship, ultimate stress 8 Displacements of beams under bending moments 9 Torsion problems Assignment 1 due 10 Combined forces problems 11 Stability problems 12 Final Exam.
- CHAPTER 1: BASIC CONCEPTS 1.1 BASIC CONCEPTS OF STRENGTH OF MATERIALS COURSE 1.2 ENGINEERING SHAPES 1.3 EXTERNAL FORCES – SUPPORTS/CONNECTION – REACTION FORCES 1.4 BASIC OF FORCE – DEFORMATION STYLES 1.5 HYPOTHESES
- 1.1 BASIC CONCEPTS OF STRENGTH OF MATERIALS COURSE What is “MECHANICS OF MATERIALS”? • Mechanics of Materials is a branch of Mechanics that develops relationships between the external loads (ngoại lực) applied to a deformable body (vật thể biến dạng được) and the internal forces (nội lực) acting within the body.
- 1.2 ENGINEERING SHAPES (1) SOLID
- 1.2 ENGINEERING SHAPES Gravity dam and its structure
- 1.2 ENGINEERING SHAPES SHELL
- 1.2 ENGINEERING SHAPES (3) BAR FRAME STRAIGHT BAR DOME
- 1.3 EXTERNAL FORCES – SUPPORTS - REACTIONS 1.3.1 External forces
- • If an x,y,z cordinate system is established F 0 F 0 F 0 x yz Mx 0 M yz 0 M 0 • With planar problems Fx 0; F y 0; M o 0
- 1.4 BASIC FORCES – DEFORMATION STYLES Axial
- 1.4 BASIC FORCES – DEFORMATION STYLES Shear Single Shear Double Shear P F P F ave A A ave A 2A
- 1.4 BASIC FORCES – DEFORMATION STYLES Shear strain
- 1.5 BASIC HYPOTHESES Linear Elastic