Strength of Materials (4cr)
Code: KC05BR10202-7
General information
- Enrollment
- 01.09.2015 - 15.11.2015
- Registration for the implementation has ended.
- Timing
- 21.09.2015 - 19.12.2015
- Implementation has ended.
- Number of ECTS credits allocated
- 4 cr
- Local portion
- 4 cr
- Mode of delivery
- Contact learning
- Degree programmes
- Bachelor of Engineering, Construction Engineering
- Teachers
- Martti Perälä
- Course
- KC05BR10202
Evaluation scale
1-5
                    
Objective
Students will understand the basic concepts associated with the strength of materials. They will be competent in determining axial, bending, shearing and torsional stresses for simple bar structures. Students will be able to determinate the amount of strain and displacement in various cases. Students will be able to solve simple buckling problems and utilise the theory of plasticity for simple bar structures. Students will be able to calculate principal stresses.
                    
Content
? Stress and strain
? Material constants
? Material laws, Hooke's law
? Temperature effects
? Bending stress
? Geometric quantities of cross section
? Shear stress
? Torsion
? Statically indeterminate bar
? Deflection
? Buckling
? Basics of plasticity
? Principal stresses
                    
Materials
Outinen, Koski, Salmi: Lujuusopin perusteet, Pressus Oy, Tampere. 
Availability: https://plari.amkit.fi/vwebv/holdingsInfo?sk=fi_EN&bibId=68916 
 
Karhunen, Lassila, Pyy, Ranta, Räsänen, Saikkonen & Suosara: Lujuusoppi, Otatieto. 
availability: https://plari.amkit.fi/vwebv/holdingsInfo?sk=fi_EN&bibId=23474 
Lecturer's material.
                    
Teaching methods
Lectures, calculation exercises and homework.
                    
Student workload
Total work load of the course: 107 h
                    
Assessment criteria, satisfactory (1)
1 Student knowns the basics of the course
3 Student knowns the contents of the course well
5 Student knowns the contents of the course well and can apply their knowledge in practice
                    
Qualifications
Statics, Differential and Integral Calculus.
                    
