| ID |
study objective |
| L1 |
Mathematische und physikalische Verfahren als Werkzeug zur Beschreibung technischer Fragestellungen anwenden können |
| L2 |
Fähigkeit zur Analyse technischer Systeme: Kenntnis der Methodik zur Beschreibung und Verhaltensmodellierung technischer Systeme durch mathematische Verfahren und Anwendung physikalischer Gesetze |
| L3 |
Wesentliche Bauelemente und Komponenten benennen, ihre Wirkungsweise erklären und sie auslegen können
|
| L4 |
Grundlegendes Basiswissen anwenden können und Beherrschen der wesentlichen Verfahren zur Berechnung und Auslegung mechanischer Systeme |
| L7 |
Vorhandenes Wissen auf neue Fragestellungen transferieren können |
| L8 |
Vertieftes Fachwissen in gewählter Studienrichtung/Schwerpunkt besitzen und deren fachspezifische Techniken anwenden können |
| L9 |
Inhalte abstrahieren und auf andere Problemstellungen übertragen können; Konzeptionelle und strukturierte Problemlösungen erarbeiten |
| L12 |
Englisch als Arbeitssprache im ingenieurtechnischen Bereich professional verwenden können |
|
|
|
| Module code: MEB_24_M_3.06.BTD |
|
|
3V+1U (4 hours per week) |
|
5 |
| Semester: 3 |
| Mandatory course: yes |
Language of instruction:
English |
Assessment:
written exam 180 min
[updated 13.11.2023]
|
MEB_24_M_3.06.BTD (P241-0429) Mechanical Engineering, Bachelor, regulation 01.10.2024
, semester 3, mandatory course
|
60 class hours (= 45 clock hours) over a 15-week period. The total student study time is 150 hours (equivalent to 5 ECTS credits). There are therefore 105 hours available for class preparation and follow-up work and exam preparation.
|
Recommended prerequisites (modules):
None.
|
Recommended as prerequisite for:
|
Module coordinator:
Prof. Dr.-Ing. Ramona Hoffmann |
Lecturer: Prof. Dr.-Ing. Ramona Hoffmann
[updated 28.02.2025]
|
Learning outcomes:
After successfully completing this module, students will: -- be able to distinguish between and describe static and dynamic stresses, especially on real components -- be able to describe important procedures and tools for component dimensioning -- be able to take the geometric and material parameters into account that influence the dynamic strength of components -- be able to dimension complex components under composite, multi-axial loads for static and dynamic load cases -- be able to determine the deflection curves of structural components using the Euler-Bernoulli theory and interpret the results -- be able to apply energy methods to solve simple problems in elastomechanics -- be able to formulate questions and speak in front of a large group, as well as expertly justify their decisions in front of groups Students will improve their subject-related technical English skills. Students will know the subject-specific English terms.
[updated 12.10.2026]
|
Module content:
Dynamic loads -- Fatigue test according to Wöhler, Wöhler curves -- Fatigue strength diagrams -- Influence of component size, surface, notches on fatigue strength -- Static and dynamic strength analysis Multi-axial stress state and distortion state Linear elasticity Strength hypotheses Dimensioning a shaft under bending and torsional loads Deflection curves Energy methods
[updated 12.10.2026]
|
Additional information:
In this course, the assessment, in accordance with §14(7) of the Examination Regulations (RPO), can be improved by a maximum of 10% through continuous assessment tasks throughout the semester. If the module’s exam is passed, the points achieved through these tasks will be added to the score obtained in the exam, up to a maximum of 100%. The specific continuous assessment tasks are: -- Regular and timely submission of a list of questions (Moodle submission) (max. 5% points) -- Regular participation in the course through timely submission of Moodle quiz tasks (max. 5% points)
[updated 11.10.2026]
|
Recommended or required reading:
Groß, Hauger, Schröder, Wall: Technische Mechanik 2 – Elastostatik, Springer-Verlag. Holzmann, Meyer, Schumpich: Technische Mechanik – Festigkeitslehre, Springer Vieweg Verlag. Läpple: Einführung in die Festigkeitslehre, Vieweg+Teubner Verlag. Böge: Technische Mechanik, Springer Vieweg Verlag. Hibbeler: Technische Mechanik 2 Festigkeitslehre, Pearson Verlag. Kabus: Mechanik und Festigkeitslehre, Hanser Verlag.
[updated 15.01.2024]
|