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Lecturer(s)
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Javořík Jakub, doc. Ing. Ph.D.
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Course content
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1. Basic structure of FEM systems. 2. Numerical analyses of mechanical behaviour. 3. Mechanics of solids. 4. Stress tensor. 5. Strain tensor. 6. Hooke's law. 7. Plane stress. 8. Plane strain. 9. Von Mises stress, strain energy density. 10. Hyperelasticity.
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Learning activities and teaching methods
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Lecturing, Monologic (Exposition, lecture, briefing), Demonstration, Exercises on PC, Practice exercises
- Preparation for examination
- 120 hours per semester
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| learning outcomes |
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| Knowledge |
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| basic principles and structure of the FEM system |
| basic principles and structure of the FEM system |
| general description of tension in space |
| general description of tension in space |
| general description of deformation in space |
| general description of deformation in space |
| (linear) dependences between stress and strain |
| (linear) dependences between stress and strain |
| hyperelastic behavior of elastomers |
| hyperelastic behavior of elastomers |
| Skills |
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| use current modern software tools and systems based on the FEM principle in the field of solid body mechanics |
| use current modern software tools and systems based on the FEM principle in the field of solid body mechanics |
| define a numerical model for FEM analysis of the mechanical behavior of machine parts and products |
| define a numerical model for FEM analysis of the mechanical behavior of machine parts and products |
| define the boundary conditions of the FEM model |
| define the boundary conditions of the FEM model |
| solve FEM models in the field of linear statics and shape stability |
| solve FEM models in the field of linear statics and shape stability |
| show the results of the numerical model: strain and stress |
| show the results of the numerical model: strain and stress |
| teaching methods |
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| Knowledge |
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| Lecturing |
| Lecturing |
| Demonstration |
| Demonstration |
| Monologic (Exposition, lecture, briefing) |
| Monologic (Exposition, lecture, briefing) |
| Skills |
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| Exercises on PC |
| Exercises on PC |
| Practice exercises |
| Practice exercises |
| assessment methods |
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| Knowledge |
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| Grade (Using a grade system) |
| Oral examination |
| Oral examination |
| Analysis of the student's performance |
| Analysis of the student's performance |
| Grade (Using a grade system) |
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Recommended literature
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Bower, Allan F. Applied mechanics of solids. Boca Raton : CRC Press, 2010. ISBN 978-1-4398-0247-2.
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Ogden, R. W. Non-linear elastic deformations. Mineola : Dover Publications, 1997. ISBN 0-486-69648-0.
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