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| Detailed information |
| Original study plan |
Bachelor's programme Mechatronics 2025W |
| Learning Outcomes |
Competences |
| Students know and understand the fundamental laws, concepts and methods of dynamics of rigid and deformable bodies and of strength-of-materials, and they can apply these concepts and methods to simple example problems by themselves.
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| Skills |
Knowledge |
- Geometric understanding of the fundamental laws, concepts and methods of dynamics of rigid and deformable bodies and of strength-of-materials (k2)
- Self-contained application of these methods to simple example problems of dynamics of rigid and deformable bodies and of strength-of-materials (k3)
- Analysis of simple example problems of dynamics of rigid and deformable bodies and of strength-of-materials with mathematical methods (k4)
- Computation and evaluation of solutions of simple example problems of dynamics of rigid and deformable bodies and of strength-of-materials (k5)
- Application of differential, integral and variational calculus, tensor analysis and ordinary differential equations for the analysis and solution of simple example problems of dynamics of rigid and deformable bodies and of strength-of-materials (k3)
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- Basic knowledge of differential, integral and variational calculus, tensor analysis and ordinary differential equations
- Balance of linear momentum and moment of momentum (rigid and deformable bodies, moment of inertia, Euler's equations, local balance equations)
- d'Alembert's principle (rigid and deformable bodies, principle of virtual work, Gibbs principle)
- Linearized elasticity (fundamentals, linear elastic body, Hooke's law, Navier equations)
- Bending of straight beams (differential equation, principle of virtual forces, force method)
- Vibrations of beams
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| Criteria for evaluation |
Written and oral exams
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| Methods |
Lecture notes, blackboard and slides
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| Language |
German |
| Study material |
F. Ziegler, Technische Mechanik fester und flüssiger Körper; P. Hagedorn: Technische Mechanik I, II, III
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| Changing subject? |
No |
| Further information |
The courses VL Engineering Mechanics 2 and UE Engineering Mechanics 2 form an inseparable didactic unit. The learning outcomes described below are achieved through the interaction of the two courses.
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| Corresponding lecture |
(*)MEBPBVOTME2: VO Technische Mechanik 2 (4,5 ECTS)
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