Coursecode: wb1102
Coursename: Dynamics for TH engineers

DUT creditpoints: 2
ECTS creditpoints: 3
Subfaculty of Mechanical Engineering and Marine Technology
Lecturer(s): Wisse, ir. G., Woerkom, dr.ir. P.Th.L.M. van Tel.: 015-278 2702 / 2792
Catalog data:
Kinematics, dynamics. Rigid bodies, mass-spring systems. Models with multiple degrees-of-freedom, continuum models, finite element models. Virtual work, modal analysis, numerical integration. Free and forced vibrations. Non-linear vibrations. Vibration control.		 Course year: TH1
Period: 0/0/4/2/2
Hours p/w: 0/0/4/2/2
Other hours: 3 + 3 (lab)
Assessment: written
Assessm.period(s):
part 1: 3,6;
part 2: 4,6;
part 3: 5,6.
(see academic calendar)
Prerequisites:
Follow up:
Detailed description of topics:
  • Part 1: Kinematics and dynamics of a rigid body in two dimensions: translation, rotation around a fixed point, general motion. Impulse momentum, work and energy. Free and forced vibrations with one degree-of-freedom.
  • Part 2: Elementary systems with a single degree-of-freedom. harmonic excitation, general excitation. Systems with multiple degrees-of-freedom. Modal analysis. Vibration suppression. Numerical integration. Non-linear vibrations.
  • Part 3: Virtual work. Continuum models. Finite element models. Non-linear vibrations (continued). Automatic suppression of mechanical vibrations.
Course material:
  • Part 1: Meriam, J.L. and Kraige, L.G. Engineering Mechanics, Vol.2: Dynamics, (SI version), Wiley, N.Y.
  • For up-to-date information consult also Internet: http://www-tm.wbmt.tudelft.nl/edu/wb1105/
  • Parts 2,3: Inman, D.J. Engineering Vibration. Prentice Hall, N.J., 1996 (paperback).
  • In addition, material discussed during the presentation of the course.
References from literature:
Remarks (specific information about assesment, entry requirements, etc.):
Goals:
The development of insight in the two- and three-dimensional dynamics of rigid and structurally flexible bodies. Mathematical modelling of elementary mechanical systems and analysis of the dynamic characteristics of the mathematical model. Determination of mechanical loads occurring during the motion.
Computer use:
PC with MATLAB software
Laboratory project(s):
Part 2: computer execises during one afternoon. Part 3: computer execises during one afternoon.
Design content:
Throughout the course, system excitation and resulting system response is analysed, and avenues towards redesign of the system for improved performance are discussed.
Percentage of design:
About 20 %