Main topics of the course include: Calculation of matrices, basics of matrix static, beam theory, principle of virtual work,
the stiffness method, element and system analysis for line elements (like bars and beams) and two dimensional elements,
stiffness matrix and load vector for beams and 2D elements, defining the boundary conditions, compatible and non-compatible elements,
Convergence requirements and estimation of error, numerical integration, isoparametric elements,
modelling and analysis using computer program (ANSYS).
Learning outcome
Upon finishing this course, the student is expected to have sufficient knowledge about basic principles of the Finite Element Methods
and can define simple problems involving bars, beams and trusses for solving using Finite Element Analysis (FEA) tools.
Written exam 4 hours and project work. Written exam is weighted 7/10 and project work 3/10 of total grade. Both parts must be passed to obtain an overall pass in the subject.
Vilkår for å gå opp til eksamen/vurdering
Compulsory assignments
To take exam in this course, 2/3 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
4 hours lectures pr week. 2 hours exercises and project work for 4 weeks with tutor 2 hours pr week. Compulsory assignments. The project is done as a team work and is graded.
Exchange programme at Faculty of Science and Technology
Emneevaluering
Form and/or discussion
Litteratur
Hirpa Lemu: Introduction to Finite Element Methods (Compendium, INVIVO)
Støttelitteratur:
1.Daryl L. Logan, A First Course in the Finite Element Method, Jul 25, 2006.
2.O. C. Zienkiewicz and R. L. Taylor, The Finite Element Method Set, Sixth Ed., 2005.
3.J. N. Reddy, An Introduction to the Finite Element Method (Mcgraw Hill Series in Mechanical Engineering), Jan 11, 2005.
The course description is retrieved from FS (Felles studentsystem). Version 1