Finite Element Methods, Basics (MSK250)
Vectors, coordinate system transformations, elements of matrix algebra. The principle of direct equilibrium. Element equation of springs and bars. FE analysis of trusses. Element equation of beams. FE analysis of frames. The principle of Minimum Potential Energy for springs, bars and beams. Elasticity equations for 2D and 3D elements. Isoparametric elements. FE analysis of plane stress problems. FE modelling of heat conduction and convection problems - Modeling and analysis using computer algorithms in MATLAB & CALFEM. Modeling and analysis using contemporary commercial software (ANSYS).
Course description for study year 2023-2024
Course code
MSK250
Version
1
Credits (ECTS)
10
Semester tution start
Autumn
Number of semesters
1
Exam semester
Autumn
Language of instruction
English
Content
Learning outcome
Required prerequisite knowledge
Recommended prerequisites
Exam
Written exam and project
Form of assessment | Weight | Duration | Marks | Aid |
---|---|---|---|---|
Written exam | 7/10 | 4 Hours | Letter grades | Valid calculator |
Project work | 3/10 | Letter grades |
Both parts must be passed to obtain an overall pass in the subject.No resit or deferred exam is arranged for the project work. If a student fails the project work, she/he will have to take this part again the next time the subject is lectured.
Coursework requirements
To take exam in this course, 6 out of in total 7 of the compulsory assignments must have been approved.
Compulsory course attendance that must be completed and approved before access to the laboratory: Electronic Course in Health, Safety and Environment
Course teacher(s)
Course coordinator:
Dimitrios PavlouCoordinator laboratory exercises:
Adugna Deressa AkessaCourse teacher:
Adugna Deressa AkessaHead of Department:
Mona Wetrhus MindeCourse teacher:
Dimitrios PavlouMethod of work
Overlapping courses
Course | Reduction (SP) |
---|---|
Finite Element Methods (BIM140_1) | 5 |