Module Handbook

  • Dynamischer Default-Fachbereich geändert auf MV

Notes on the module handbook of the department Mechanical and Process Engineering

Die hier dargestellten veröffentlichten Studiengang-, Modul- und Kursdaten des Fachbereichs Maschinenbau und Verfahrenstechnik ersetzen die Modulbeschreibungen im KIS und wuden mit Ausnahme folgender Studiengänge am 28.10.2020 verabschiedet.

Ausnahmen:

Module MV-TM-8-M-4

Applied Mechanics II (M, 5.0 LP)

Module Identification

Module Number Module Name CP (Effort)
MV-TM-8-M-4 Applied Mechanics II 5.0 CP (150 h)
MV-TM-8_MAT-M-1 Applied Mechanics II 6.0 CP (180 h)
BI-BSCBI-004-M-2 Applied Mechanics II 5.0 CP (150 h)
Hint concerning Module MV-TM-8_MAT-M-1:
Due to a lack of previous knowledge, students of mathematics with subsidiary topic (minor) 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 SuSe
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-86002-K-4
Applied Mechanics II
P 56 h 94 h - - PL1 5.0 SuSe
  • About [MV-TM-86002-K-4]: Title: "Applied Mechanics II"; 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: 10002 ("Applied Mechanics II")

Evaluation of grades

The grade of the module examination is also the module grade.


Contents

  • fundamental concepts of elastostatics
  • tension compression in bars (stress, strain, material law, bar systems)
  • stress state (transformation relations, principal stresses, Mohr’s circle)
  • strain state (strain and shear)
  • law of elasticity and strength hypothesis
  • beam bending (moment of inertia of area, ordinary and oblique bending, transversal shear)
  • torsion (circular cylinder shaft, open and closed thin-walled cross sections)
  • concept of work for elastostatics (principle of work and energy, strain energy, principle of virtual forces)

Competencies / intended learning achievements

1. Lecture

Students are able to

  • compute the deformation behavior of bars and bar systems
  • explain the terms stress and strain for one and also higher dimensions
  • state transformation relations and compute principal values and directions for stress and strain
  • describe the elastic material law for one and also higher dimensions
  • compute the deformation behavior and stress distribution of beams and torsion bars
  • compute the deformation of elastic structures via energy methods and the principle of virtual forces

2. Tutorial

Students are able to

  • compute the deformation of bar systems via displacement diagrams
  • analyze homogeneous plane and three-dimensional stress states
  • compute moments of inertia of area
  • analyze structures of bars, beams, and torsion bars with respect to deformation and stress distribution
  • compute the deformation of structures via energy methods and the principle of virtual forces
  • present and discuss their results among themselves

Literature

  • Schnell, Gross, Hauger: Technische Mechanik, Bd. 2 Elastostatik, Springer Verlag;
  • P. Hagedorn: Technische Mechanik, Bd. 2 Festigkeitslehre Harri Deutsch Verlag

Requirements for attendance (informal)

Modules:

Requirements for attendance (formal)

None

References to Module / Module Number [BI-BSCBI-004-M-2]

Course of Study Section Choice/Obligation
[BI-82.17-SG] B.Sc. Civil Engineering Mathematical and scientific fundamentals [P] Compulsory
[WIW-82.789-SG] B.Sc. Business Studies with Technical Qualifications Field of study Civil Engineering [P] Compulsory

References to Module / Module Number [MV-TM-8-M-4]

Course of Study Section Choice/Obligation
[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
[WIW-82.?-SG#2021] B.Sc. Business Studies with Technical Qualifications 2021 [2021] Technical Profile Area [P] Compulsory

References to Module / Module Number [MV-TM-8_MAT-M-1]

Course of Study Section Choice/Obligation
[MAT-82.105-SG] B.Sc. Mathematics Subsidiary Subject (Minor) [P] Compulsory