
Detailed information 
Original study plan 
Bachelor's programme Mechatronics 2020W 
Objectives 
Selfreliant solving of practically relevant example problems in dynamics of rigid and deformable bodies and in strength of materials

Subject 
Practically relevant example problems concerned with
 Balance of linear momentum and moment of momentum (rigid and deformable bodies, moment of inertia, Euler's equations, local balance equations)
 Energybased methods (work, energy and power theorems, potential energy of forces and force field)
 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)
 Yield criteria (von Mises, Tresca)
 Bending of straight beams (differential equation, principle of virtual forces, force method, transfer matrix method)
 Eigenvalue problems (buckling of straight rods, natural vibrations of beams)
 Selected solutions of linearized elasticity (St. Venant torsion, discs)

Criteria for evaluation 
Written exams

Methods 
Blackbord

Language 
German 
Study material 
F. Ziegler, Technische Mechanik fester und flüssiger Körper; P. Hagedorn: Technische Mechanik I, II, III

Changing subject? 
No 
Further information 
none

Corresponding lecture 
^{(*)}MEBPBUETME2: UE Technische Mechanik 2 (2,5 ECTS)

