Finite Element Methods FEM (4 cr)
Code: TKSUE310-3003
General information
Enrollment
18.11.2024 - 09.01.2025
Timing
13.01.2025 - 30.04.2025
Number of ECTS credits allocated
4 op
Mode of delivery
Face-to-face
Unit
School of Technology
Campus
Main Campus
Teaching languages
- English
Seats
20 - 23
Degree programmes
- Bachelor's Degree Programme in Mechanical Engineering
Teachers
- Tomi Nieminen
Groups
-
TKN22SAKonetekniikka (AMK)
-
TKN24VSDDKonetekniikka (AMK), DD
-
TKN25VKDDKonetekniikka (AMK), DD
-
TKN25VKKonetekniikka (AMK), vaihto-opiskelu/Exchange studies
-
TKN24VSKonetekniikka (AMK), vaihto-opiskelu/Exchange studies
- 14.01.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 21.01.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 28.01.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 04.02.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 11.02.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 18.02.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 04.03.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 11.03.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 18.03.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 25.03.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 01.04.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 08.04.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 15.04.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
- 22.04.2025 11:30 - 13:00, Finite Element Methods FEM TKSUE310-3003
Objectives
Computer aided structural analysis is an important skill for a structure designer in the modern digitalized world. On this course you will learn to analyze and simulate structures with the numerical finite element method. You will know how to determine the stress, deflection and safety factor of a given structure. You learn to analyze the stability and buckling behavior, and you also know how to calculate the natural vibration frequencies of the structure. Moreover, you understand how to apply this information in your designs.
Knowledge and understanding:
You understand the theoretical concepts in the finite element method.
Investigations and information retrieval:
You master the information retrieval skills in problem solving and are able to apply the retrieved information.
Engineering Practice:
You know how to carry out a FEM analysis for a given structure, and you are able to interpret the results.
Content
Theoretical basis of the finite element method. Element types: solid elements, beam element and shell elements. Contact elements and assemblies. Buckling analysis. Non-linear static analysis. Modal analysis. Interpretation of the results and practical applications.
Learning materials and recommended literature
Nieminen: FEM theory and exercises
Teaching methods
Virtual study
Alternative completion methods
Evaluated exercises
Evaluation scale
0-5
Evaluation criteria, satisfactory (1-2)
The assessment is based on exams.
Sufficient (1): You know the basic concepts of the course but you have difficulties in applying these concepts in practice.
Satisfactory (2): You know the basic concepts of the course and you are able to apply this knowledge in simple applications.
Evaluation criteria, good (3-4)
Good (3): You know the basic concepts of the course and you are able to apply this knowledge in most applications.
Very good (4): You know the concepts of the course and you are able to apply the skills in applications.
Evaluation criteria, excellent (5)
Excellent (5): You master the theoretical concepts of the course and you are able to creatively apply this knowledge even in applications.
Evaluation criteria, pass/failed
Also accessible to JAMK open UAS students (avoin AMK). The grade is Pass or Fail without the exam for outside degree studies.
Approved: You know the basic concepts of the FEM analysis and you are able to independently apply this knowledge in simple constructions.
Prerequisites
Basic concepts in structural mechanics: normal stress, shear stress, equivalent stress (Von Mises), strain, displacement, loads and support types. Statics: force and torque balance in frame structures, and calculation of truss forces. Euler’s beam theory.