Course syllabus

Course-PM

TME245 Finite element method - structures lp3 VT20 (7.5 hp)

Course is offered by the department of Industrial and Materials Science

Contact details

List of...

  • examiner
  • lecturer
  • teachers
  • supervisors

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Course purpose

Short description of the course purpose and content: can be copied from syllabus in Studieportalen. Additional information can be added.

Schedule

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Course literature

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Also list reference literature, further reading, and other non-mandatory texts.

Course design

Description of the course's learning activities; how they are implemented and how they are connected. This is the student's guide to navigating the course. Do not forget to give the student advice on how to learn as much as possible based on the pedagogy you have chosen. Often, you may need to emphasize concrete things like how often they should enter the learning space on the learning platform, how different issues are shared between supervisors, etc.

Provide a plan for

  • lectures
  • exervises
  • laboratory work
  • projects
  • supervision
  • feedback
  • seminars

Should contain a description of how the digital tools (Canvas and others) should be used and how they are organized, as well as how communication between teachers and students takes place (Canvas, e-mail, other).

Do not forget to describe any resources that students need to use, such as lab equipment, studios, workshops, physical or digital materials.

You should be clear how missed deadlines and revisions are handled.

Changes made since the last occasion

A summary of changes made since the last occasion.

Learning objectives and syllabus

Learning objectives:

- apply the finite element method to solve problems for structural components, such as beams and plates, - apply the finite element method to non-linear problems, in particular for non-linearities with respect to non-linear constitutive relations (e.g. material behavior), - evaluate and choose suitable iterative method for solving a non-linear problem, - apply the finite element method to linearized pre-buckling theory, in terms of beams and plates, - explain the fundamental aspects of general stability problems for a fully nonlinear problem, - explain the inputs, connections and steps in a FEM program required for solving nonlinear problems and linearized pre-buckling stability analysis, - implement a simple finite element code for non-linear problems and linearized pre-buckling analysis in the MATLAB software, using the finite element toolbox CALFEM, - critically review the capabilities of commercial finite element codes, - compute solutions to basic solid mechanics problems using the commercial FE-software ABAQUS

Link to the syllabus on Studieportalen.

Study plan

If the course is a joint course (Chalmers and Göteborgs Universitet) you should link to both syllabus (Chalmers and Göteborgs Universitet).

Examination form

Description of how the examination – written examinations and other – is executed and assessed.

Include:

  • what components are included, the purpose of these, and how they contribute to the learning objectives
  • how compulsory and/or voluntary components contribute to the final grade
  • grading limits and any other requirements for all forms of examination in order to pass the course (compulsory components)
  • examination form, e.g. if the examination is conducted as a digital examination
  • time and place of examination, both written exams and other exams such as project presentations
  • aids permitted during examinations, as well as which markings, indexes and notes in aids are permitted

Do not forget to be extra clear with project assignments; what is the problem, what should be done, what is the expected result, and how should this result be reported. Details such as templates for project reports, what happens at missed deadlines etc. are extra important to include.

Course summary:

Date Details Due