Statics (3cr)
Code: KC00CB79-3008
General information
- Enrollment
 - 07.02.2022 - 20.03.2022
 - Registration for the implementation has ended.
 
- Timing
 - 07.03.2022 - 08.05.2022
 - Implementation has ended.
 
- Number of ECTS credits allocated
 - 3 cr
 
- Local portion
 - 3 cr
 
- Mode of delivery
 - Contact learning
 
- Campus
 - SeAMK Seinäjoki, Frami
 
- Teaching languages
 - Finnish
 
- Degree programmes
 - Bachelor of Engineering, Mechanical Engineering
 
- Teachers
 - Pekka Sahimaa
 
- Course
 - KC00CB79
 
Evaluation scale
1-5
                    
Objective
Upon completion of the course, students will be competent in: 
- creating free body diagrams of a particle and a rigid body, forming equations of equilibrium from them and solving unknown support reactions. 
- calculating the normal forces, shear forces, bending moments and torsional moments of a beam and making corresponding loading diagrams.
- calculating the co-ordinates of the centre of gravity equilibrium point of a body. 
- calculating the bar forces of plane trusses and the forces and momentums concentrated on beam structures. 
- observing the impacts of friction on static structures.
                    
Content
- Basic laws of mechanics
- Combining forces
- Momentum of force 
- Supports 
- Centre of gravity 
- Equilibrium of a particle and a rigid body
- Stress and depictions of stress in beams 
- Statics of structures 
- Friction
- Working virtually 
- Machines in mechanics
                    
Teaching methods
Lectures and exercises
                    
Student workload
Total work load of the course: 80 h
- of which scheduled studies: 32 h
- of which autonomous studies: 48 h
                    
Assessment criteria, satisfactory (1)
A  satisfactory grade is reached by solving at least two problems of the five given at the examination.
                    
Assessment criteria, good (3)
A good grade is reached by solving at least three problems of the five given at the examination.
                    
Assessment criteria, excellent (5)
An excellent grade is reached by solving a challening last problem at the examination and solving other problems correctly.
                    
Qualifications
Vectors and matrices
                    
Further information
Grades 1 - 5