About this course

In this course an introduction to the classical finite element method for the solution of partial differential equations from engineering science, e.g., heat conduction, viscous flows, porous media flows, and elastic deformation. This will be achieved by considering two closely related aspects: i) The theoretical foundation of the finite element methods, and ii) use of existing finite element analysis software. Central topics are: the weak formulation and its properties, interpolation, boundary conditions, and linear systems of algebraic equations.

Learning outcome

Having passed the course, the students will have gained basic understanding of how to use the Finite-Element-Method (FEM) in solving practical problems. This class also provides training in problem solving using FEM- software packages.

  • Learning activities

    The course is based on a combination of lectures, demonstrations and exercises.

  • Teaching support

    The subject teachers are available in connection with lectures and exercise sessions. Exercises are carried out under the guidance of both the subject teacher and with assistance from others at the department.

  • Syllabus

    Pensumlitteratur kunngjøres ved kursstart.

  • Prerequisites

    MATH121, MATH122, MATH123, FYS101, FYS102, FYS110, TBM120 and INF120.

  • Assessment method

    Compulsory exercises/problems and active participation in the use of the board where students present exercise solutions and corresponding feedback. The course grade is set based on a combined assessment based on two tests in the class period and homework.

  • About use of AI

  • Examiner scheme

    The external examiner has many years of professional experience, using the Finite Element Method in product development and design, and gives feedback on current developments and needs. The course outline as well as results are reviewed annually. The course is updated according to current international research. Criteria and procedures for assessment of student performance are described in a document following the examination assessment.

  • Teaching hours

    4 hours lectures per week, 2-4 hours exercises per week.

  • Reduction of credits

    10 credits overlap towards TBM250

  • Admission requirements

    Special requirements in Science