SE1025 FEM for Engineering Applications 6.0 credits
FEM för ingenjörstillämpningar
This is a continuation course in solid mechanics, providing the basic knowledge in the finite element method (FEM). FEM has developed into one of the most important tools for modelling and simulation of engineering systems.
Educational level
First cycleAcademic level (A-D)
CSubject area
Techonology
Grade scale
A, B, C, D, E, FX, F
Course offerings
Spring 13 FEM Ing for programme students
Periods
Spring 13 P3 (6.0 credits)
Application code
60105Start date
2013 week: 2End date
2013 week: 11Language of instruction
SwedishCampus
KTH CampusNumber of lectures
Number of exercises
Tutoring time
DaytimeForm of study
NormalNumber of places
No limitationSchedule
Schedule (new window)Course responsible
Jonas Faleskog <faleskog@kth.se>
Teacher
Andrii Grytsan <grytsan@kth.se>
Hui Huang <huih@kth.se>
Jonas Faleskog <faleskog@kth.se>
Michal Sedlak <msedlak@kth.se>
Rami Mansour <ramimans@kth.se>
Rickard Shen <rshen@kth.se>
Part of programme
- Degree Progr. in Design and Product Realisation, year 3, IPUB, Mandatory
- Degree Progr. in Engineering Physics, year 3, Optional
- Degree Progr. in Materials Design and Engineering, year 3, TEMB, Mandatory
- Degree Progr. in Mechanical Engineering, year 3, IPUB, Mandatory
- Degree Progr. in Mechanical Engineering, year 3, TEMB, Mandatory
- Degree Progr. in Vehicle Engineering, year 3, Mandatory
Autumn 13 FEM Ing for programme students
Periods
Autumn 13 P1 (6.0 credits)
Application code
50567Start date
02/09/2013End date
2013 week: 44Language of instruction
EnglishCampus
KTH CampusNumber of lectures
Number of exercises
Tutoring time
DaytimeForm of study
NormalNumber of places
No limitationSchedule
Schedule (new window)Course responsible
Jonas Faleskog <faleskog@kth.se>
Teacher
Jonas Faleskog <faleskog@kth.se>
Part of programme
Spring 14 FEM Ing for programme students
Periods
Spring 14 P3 (6.0 credits)
Application code
60419Start date
20/01/2014End date
2014 week: 12Language of instruction
SwedishCampus
KTH CampusNumber of lectures
Number of exercises
Tutoring time
DaytimeForm of study
NormalNumber of places
No limitationSchedule
Schedule (new window)Part of programme
- Degree Progr. in Design and Product Realisation, year 3, TEMB, Mandatory
- Degree Progr. in Engineering Physics, year 3, Optional
- Degree Progr. in Materials Design and Engineering, year 3, TEMB, Mandatory
- Degree Progr. in Mechanical Engineering, year 3, AEE, Recommended
- Degree Progr. in Mechanical Engineering, year 3, TEMB, Mandatory
- Degree Progr. in Vehicle Engineering, year 3, Mandatory
Learning outcomes
The participant should after the course be able to
- describe energy principles in solid mechanics.
- explain the meaning of and requirements on an approximating function in the FEM method.
- formulate FEM equations for engineering problems by use of a weak formulation in general.
- formulate FEM equations for elasto-static and thermal problems in particular.
- formulate boundary conditions elasto-static and thermal problems.
- describe how a finite element program is designed and the kind of in-put data that is needed to solve a practical problem.
- use a commercial FEM program to solve elasto-static and thermal problems.
Course main content
Introduction of energy methods, strong and weak formulation for analysis of boundary value problems. Approximating functions for the finite element method. One, two and three dimensional isoparametric elements. Formulation of FEM equations for elasto static and thermal problems. Constraints, Convergence and accuracy. Solution of problems by use of commercial FEM programs.
Eligibility
Mathematics I and II, Mechanics and introductory course in
Strength of materials and solid mechanics.
Prerequisites
Basic course in solid mechanics SE1010, SE1012, SE1020, SE1055 or the equivalent
Literature
G.R. Liu and S.S. Quek (2003) The Finite Element Method: A Practical Course. Butterworth-Heinman, Oxford.
H. Lundh, Grundläggande Hållfasthetslära (in Swedish), KTH, Hållfasthetslära , 2004
Examination
- HEM1 - Home Work, 1.5 credits, grade scale: P, F
- LAB1 - Laboratory Work, , grade scale: P, F
- TEN1 - Examination, 4.5 credits, grade scale: A, B, C, D, E, FX, F
Requirements for final grade
Written exam (TEN; 4,5 university credits)
Home assignments (HEM; 1,5 university credits)
Lab work (LAB; 0 university credits)
Offered by
SCI/Solid Mechanics
Examiner
Bo Alfredsson <alfred@kth.se>
Add-on studies
Advanced courses in solid mechanics.
Version
Course plan valid from:
Autumn 07.
Examination information valid from:
Autumn 07.
