Course title
A0030500
Mechanics of Materials 1

sakaue kenichi Click to show questionnaire result at 2017
Course description
This course deals with basic concepts of mechanics of materials, stress, strain, stress-strain relation. Firstly, the concepts of stress and strain are introduced based on the equilibrium of force/moment and geometrically deformed object, respectively. Then, the stress-strain relation is introduced. According to these fundamental concepts, this course deals with the equations and formulae of stress/strain analysis for simple bar members and beams.
This course provides various exercises for deep understanding.
Purpose of class
Designing machines and structures are need to ensure safety use based on analyses of stress/deformation of the objects. Mechanics of materials has a important role for design by rule, and it is necessary technical knowledge for mechanical engineers.

The purpose of this class is understanding a part of the concept of design by rule, the stress/deformation analysis of simple bar members and beams.
Goals and objectives
  1. Understanding the equilibrium of force and moment.
  2. Understanding the geometric relation between displacement and strain.
  3. Understanding the method to calculate stress/strain for simple bar members that are subjected to tensile/compressive force.
  4. Understanding the characteristics of cross-section of bending beams, and the method to calculate stress/deformation for bending beams.
Language
Japanese
Class schedule

Class schedule HW assignments (Including preparation and review of the class.) Amount of Time Required
1. Introduction
- Purpose of mechanics of materials
- Fundamental knowledge
- Coordinates, free body diagram, equilibrium of force/moment
Review of the class and exercise. 190minutes
2. Stress
- Internal force and external force
- Definition of stress
Review of the class and exercise. 190minutes
3. Strain, Hooke's law
- Definition of strain
- Mechanical property of materials
- Stress-strain curve
- Allowable stress and safety factor
Review of the class and exercise. 190minutes
4. Stress/deformation of simple bar members
- Statically determinate problem for simple bar members
- Stress of shear deformed objects
Review of the class and exercise. 190minutes
5. Stress/deformation of simple bar members
- Statically indeterminate problem for simple bar members
Review of the class and exercise. 190minutes
6. Midterm exam and review
- Exam on from 1st to 5thh class
- Review for the exam
Review of the class and exercise. 190minutes
7. Bending beams 1: bending moment by concentrated load
- Equilibrium of force in bending beams
- Shearing force diagram
- Bending moment diagram
Review of the class and exercise. 190minutes
8. Bending beams 2: bending moment by distributed load
- Equilibrium of force in bending beams
- Shearing force diagram
- Bending moment diagram
Review of the class and exercise. 190minutes
9. Bending beams 3
- Bending stress
Review of the class and exercise. 190minutes
10. Bending beams 4
- Characteristics of cross-section of bending beams
- Moment of inertia of cross-section
Review of the class and exercise. 190minutes
11. Bending beams 5
- Deflection of bending beams
Review of the class and exercise. 190minutes
12. Problems of bending beams
- statically indeterminate beams
Review of the class and exercise. 190minutes
13. Exercise
- Exercise on from 1st to 12th class
Review of the class and exercise. 190minutes
14. Final exam and review
- Exam on from 1st to 14th class
- Review for the exam
Review of the class and exercise. 190minutes
Total. - - 2660minutes
Relationship between 'Goals and Objectives' and 'Course Outcomes'

Midterm exam Final exam Total.
1. 10% 15% 25%
2. 15% 10% 25%
3. 15% 10% 25%
4. 25% 25%
Total. 40% 60% -
Evaluation method and criteria
Final grade is determined by two exams, midterm exam 40% and final exam 60%.
At least 60 points out of 100 is needed to pass.
Textbooks and reference materials
Textbook is distributed.
Reference: "Zairyourikigaku", Imai, Hirano, Saimoto, Asakura publishing, (in Japanese).
Prerequisites
Review mathematics and mechanics in high school
Office hours and How to contact professors for questions
  • From 16:00 to 17:00 on Thursday, and before and after class in Omiya campus
Relation to the environment
Non-environment-related course
Regionally-oriented
Non-regionally-oriented course
Development of social and professional independence
  • Course that cultivates a basic problem-solving skills
Active-learning course
More than one class is interactive
Last modified : Wed Oct 17 06:21:45 JST 2018