•   Finite Element Method 5K00DL23-3002 10.01.2022-29.04.2022  5 cr  (19I131, ...) +-
    Learning outcomes of the course unit
    The student is familiar with the theoretical basis of the finite element method and can analyze structures and machine parts under static loading conditions using a typical FEM-program. The student will master the basic concepts of the finite element method, will know the most important element types, is able to utilize the results of FEM-analysis and will know the structure of a typical FEM-program. The student is familiar with the theory of the direct finite element method of trusses and frames and gets practice in applying the finite element method to two- and three-dimensional solid bodies.
    Prerequisites and co-requisites
    Prerequisites: The student knows the principles of statics and strength of materials and is familiar with the basics of the theory of elasticity.
    Course contents
    Basic concepts of the finite element method, element types and results of the FEM-analysis. The structure of a typical FEM-program and its line of action. The direct finite element method of trusses and frames. Using a FEM-program in practice.
    Assessment criteria
    Satisfactory

    The student knows the basic ideas of the element method. The student knows the theory of the elemental method of lattice and frame structures. The student is able to solve the tasks of calculating structures and machine parts using the elementary method of linear statics. The student recognizes the limitations of the element method and their effect. The student is somewhat motivated, takes responsibility for his / her performance, knows how to work in the group and gives and receives feedback.

    Good

    The student knows the basic ideas of the element method well. The student understands the theory of the element method of lattice and frame structures. The student is able to independently solve the calculation tasks of structures and machine parts using the elementary method of linear statics. The student understands the limitations of the element method and is able to describe their effect. Students are motivated, take responsibility for their own and team performance and are able to constructively give and receive feedback.

    Excellent

    The student knows the basic ideas of the element method. The student knows the theory of the element method of lattice and frame structures and is able to apply it to practice. The student is able to independently solve the calculation tasks of structures and machine parts using the elementary method of linear statics. The student understands the constraints of the element method and can reasonably describe their effect. Students are highly motivated, committed to taking responsibility for their own and group performance, and are able to systematically use feedback as a tool for professional growth.


    Name of lecturer(s)

    Mikko Ukonaho

    Recommended or required reading

    Luentomonisteet: Moodle
    Salmi, Kuula: Rakenteiden mekaniikka, 2012 (not translated)

    Planned learning activities and teaching methods

    lähiopetus
    harjoitukset
    harjoitustyö (not translated)

    Assessment methods and criteria

    Oppimistehtävät: Opintojaksoon sisältyy kolme elementtimenetelmän ohjelmistolla tehtävää oppimistehtävää, joista maksimi yhteispistemäärä on 30 p.
    Tentti: Opintojaksolla ei järjestetä tenttiä. Tentin/välikokeet korvaavat Moodle-tehtävät. Tehtäviä on yhteensä 6 kpl.

    Minimisuoritus:
    Oppimistehtävät 10p
    Moodletehtävät 8p (not translated)

    Language of instruction

    Finnish

    Timing

    10.01.2022 - 29.04.2022

    Registration

    02.12.2021 - 25.01.2022

    Credits

    5 cr

    Group(s)

    19I131

    19I111

    Teacher(s)

    Mikko Ukonaho

    Further information for students

    mikko.ukonaho@tuni.fi
    050-4314020
    F2-12 (not translated)

    Unit, in charge

    Mechanical Engineering

    Degree programme(s)

    Degree Programme in Mechanical Engineering

    Office

    TAMK Main Campus

    Evaluation scale

    0-5

    Content periodicity

    iikottain on teoriatunnit ja tietokoneella tehtävät harjoitukset.

    Teoriatunnit: Elementtimenetelmän perusajatukset. Ristikko- ja kehärakenteiden elementtimenetelmä.
    Harjoitukset: FEM-ohjelmiston rakenne, toimintatapa ja käyttö lujuuslaskentaan. (not translated)