301.058 Mechanics of solid bodies for chemical engineers 2
This course is in all assigned curricula part of the STEOP.
This course is in at least 1 assigned curriculum part of the STEOP.

2021W, VU, 3.0h, 4.0EC
TUWEL

Properties

  • Semester hours: 3.0
  • Credits: 4.0
  • Type: VU Lecture and Exercise
  • Format: Hybrid

Learning outcomes

After successful completion of the course, students are able to perform the following tasks and to solve corresponding problems in kinematics and kinetics (in a plane) and of special problems in stability theory and strength of materials as specified below:

Kinematics:

  • Determine velocity and acceleration of both material points and (systems of) solid bodies (in Cartesian,- Cylinder- and natural coordinates; within the framework of absolute kinematics);

Kinetics:

  • Explicate Newton's laws and the equations of motion, and apply them to plane motion of (systems of) solid bodies;
  • Explicate Work, Power, Energy, and Potential, and apply the principle of work and energy and the conservation of energy theorem to the plane motion of (systems of) solid bodies with 1 degree of freedom;
  • Explicate the essential differences between linear and nonlinear oscillations, and calculate and interpret free and forced (harmonic) oscillations of a linear oscillator with 1 degree of freedom

Stability theory:

  • Explicate the basic definitions of stability theory and Ljapunov's stability criterion
  • Explicate the basic methods for an investigation of the stability of equilibrium of a system
  • Explicate the influence of imperfections and of critical and non-critical post-buckling behaviour

Special issues of continuum mechanics:

  • Discuss buckling of a straight bar
  • Explicate the most relevant equivalent stress definitions and yield criteria for metals

Subject of course

Kinematics:

  • velocity and acceleration;
  • distribution of velocity and acceleration in a rigid body;
  • plane motion of rigid bodies (described within the framework of absolute kinematics)

Kinetics:

  • basic laws (principles of impulse and momentum);
  • for plane motion and one-degree-of-freedom systems: kinetics of rigid bodies;
  • work, energy, and power; principles of work and energy;
  • the one-degree-of-freedom linear oscillator: free and forced vibrations

Basic concepts of stability;

Special issues of continuum mechanics:

  • buckling of straight bars;
  • equivalent stress, yield criteria for metals

Teaching methods

Oral Presentation of the theory, based on the script;

Presentation of illustrating examples;

In the integrated exercises then problems illustrating the above mentioned topics of mechanics have to be solved by the students under the supervision of the professors and tutors.

Mode of examination

Immanent

Additional information

Attention: In the wintersemester 2020 the course will be held as 'hybrid' course; for details see the German version.

Lecturers

Institute

Course dates

DayTimeDateLocationDescription
Mon13:00 - 15:0004.10.2021 via ZOOM: https://tuwien.zoom.us/j/99929093597?pwd=QWVwUTcvR2phaDl0RUFNYW9uSW83dz09 (LIVE)Vorbesprechung Mechanik 2 für VT
Mon13:00 - 14:0011.10.2021 - 24.01.2022GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue14:00 - 16:0012.10.2021 - 25.01.2022GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue14:00 - 14:3007.12.2021 Online-Test - siehe TUWEL-Kurs (LIVE)1. Test
Tue14:00 - 14:3025.01.2022 Online-Test - siehe TUWEL-Kurs (LIVE)2. Test
Tue14:00 - 14:3022.02.2022 Online-Test - siehe TUWEL-Kurs (LIVE)Ersatztest
Mechanics of solid bodies for chemical engineers 2 - Single appointments
DayDateTimeLocationDescription
Mon04.10.202113:00 - 15:00 via ZOOM: https://tuwien.zoom.us/j/99929093597?pwd=QWVwUTcvR2phaDl0RUFNYW9uSW83dz09Vorbesprechung Mechanik 2 für VT
Mon11.10.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue12.10.202114:00 - 16:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon18.10.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue19.10.202114:00 - 16:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon25.10.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon08.11.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue09.11.202114:00 - 16:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon15.11.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue16.11.202114:00 - 16:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon22.11.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue23.11.202114:00 - 16:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon29.11.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue30.11.202114:00 - 16:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon06.12.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue07.12.202114:00 - 14:30 Online-Test - siehe TUWEL-Kurs1. Test
Tue07.12.202114:00 - 16:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon13.12.202113:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Tue14.12.202114:00 - 16:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room
Mon10.01.202213:00 - 14:00GM 3 Vortmann Hörsaal - VT Practice time, lecture room

Examination modalities

Two tests; for further details see the German version. To take part in the tests, please subscribe to the dated exam at the end of semester.

Exams

DayTimeDateRoomMode of examinationApplication timeApplication modeExam
Mon09:00 - 10:0005.12.2022GM 3 Vortmann Hörsaal - VT writtenno application-1. Test
Mon09:00 - 10:0005.12.2022Seminarraum BA 02B writtenno application-1. Test
Mon09:00 - 10:0023.01.2023GM 3 Vortmann Hörsaal - VT writtenno application-2. Test
Mon09:00 - 10:0023.01.2023Seminarraum BA 02B writtenno application-2. Test
Thu14:00 - 15:0023.02.2023GM 3 Vortmann Hörsaal - VT writtenno application-Ersatztest

Course registration

Begin End Deregistration end
22.09.2021 08:00 26.11.2021 10:00 26.11.2021 10:00

Precondition

The student has to be enrolled for at least one of the studies listed below

Curricula

Literature

Lecture notes for this course are available.

Language

German