- kinetics of particles and rigid bodies
- velocity and acceleration (Cartesian, polar, and natural coordinates)
- plane motion of rigid bodies (instantaneous center of rotation)
- dynamics of particles and particle systems (principle of linear and angular momentum, principle of work and energy, impact, gravitation, planetary motion)
- dynamics of rigid bodies (principle of linear and angular momentum, principle of work and energy, mass moment of inertia, impact, Euler rotation equations)
- principles of mechanics (D'Alembert's principle)
- relative motion (kinematics and kinetics)
Module MV-TM-9-M-4
Engineering Mechanics III (M, 5.0 LP)
Module Identification
Module Number | Module Name | CP (Effort) |
---|---|---|
MV-TM-9-M-4 | Engineering Mechanics III | 5.0 CP (150 h) |
MV-TM-9_MAT-M-1 | Engineering Mechanics III | 6.0 CP (180 h) |
Hint concerning Module MV-TM-9_MAT-M-1:
Because of the different prior knowledge, students of mathematics with a minor in mechanical engineering receive an increased number of credit points for this module.
Basedata
CP, Effort | 5.0 CP = 150 h |
---|---|
Position of the semester | 1 Sem. in WiSe |
Level | [4] Bachelor (Specialization) |
Language | [DE] German |
Module Manager | |
Lecturers | |
Area of study | [MV-LTM] Applied Mechanics |
Reference course of study | [MV-82.103-SG] B.Sc. Mechanical Engineering |
Livecycle-State | [NORM] Active |
Courses
Type/SWS | Course Number | Title | Choice in Module-Part | Presence-Time / Self-Study | SL | SL is required for exa. | PL | CP | Sem. | |
---|---|---|---|---|---|---|---|---|---|---|
3V+1U | MV-TM-86003-K-4 | Engineering Mechanics III
| P | 56 h | 94 h | - | - | PL1 | 5.0 | WiSe |
- About [MV-TM-86003-K-4]: Title: "Engineering Mechanics III"; Presence-Time: 56 h; Self-Study: 94 h
Examination achievement PL1
- Form of examination: written exam (Klausur) (75-105 Min.)
- Examination Frequency: each semester
- Examination number: 10003 ("Applied Mechanics III")
Evaluation of grades
The grade of the module examination is also the module grade.
Contents
Competencies / intended learning achievements
1. Lecture
Students are able to
- define velocity and acceleration
- analyze the kinematics of particles and rigid bodies
- formulate the equations of motion for particles, system of particles and rigid bodies
- solve the equations of motion via integration
- formulate the equations of motion via d'Alembert's principle
- analyze motion in moving frames of reference
2. Tutorial
Students are able to
- compute velocity and acceleration states in different coordinate systems
- apply the principle of linear and angular momentum as well as the principle of work and energy to particles, particle systems, and rigid bodies
- formulate the equations of motion via free body diagrams or d'Alembert's principle
- compute motions by solving the equations of motion considering initial conditions
- analyze impacts
- formulate kinetic equations in moving frames of reference
- present and discuss their results among themselves
Literature
- Gross, Hauger, Schröder, Wall: Technische Mechanik 3 – Kinetik, Springer
- Gross, Ehlers, Wriggers, Schröder, Müller: Formeln und Aufgaben zur Technischen Mechanik 3 – Kinetik, Hydrodynamik, Springer
- Hagedorn: Technische Mechanik 3 – Dynamik, Verlag Harri Deutsch
Requirements for attendance (informal)
Modules:
Requirements for attendance (formal)
None
References to Module / Module Number [MV-TM-9-M-4]
Course of Study | Section | Choice/Obligation |
---|---|---|
[BI-82.17-SG] B.Sc. Civil Engineering | Fachspezifische Vertiefung, Schwerpunkt: Konstruktiver Ingenieurbau (KIB) | [WP] Compulsory Elective |
[MV-82.103-SG] B.Sc. Mechanical Engineering | Ingenieurwissenschaftliche Grundlagen I (IWG I) | [P] Compulsory |
[MV-82.814-SG] B.Sc. Mechanical Engineering with a minor in Economics | Ingenieurwissenschaftliche Grundlagen I | [P] Compulsory |
[PHY-82.B90-SG] B.Sc. TechnoPhysics | Grundlagen des Maschinenbaus | [P] Compulsory |
References to Module / Module Number [MV-TM-9_MAT-M-1]
Course of Study | Section | Choice/Obligation |
---|---|---|
[MAT-82.105-SG] B.Sc. Mathematics | Subsidiary Subject (Minor) | [P] Compulsory |
Notes on the module handbook of the department Mechanical and Process Engineering
Ausnahmen: