Martin Meywerk

Vehicle Dynamics III: Vertical oscillations

  • Early 2015
  • 8 weeks
  • 2-3 hours/week
  • English
  • Engineering

About this course

Course Summary

In this third part of Vehicle Dynamics, we will illuminate the vertical dynamic aspects of vehicles. In short, we will describe the elements involved when a car drives on a bumpy or rough street. We will start with a survey of suspensions and springs and dampers. After this, we will explain the description of rough streets and give an introduction to Fourier integrals. Next, we will take a closer look at vertical models. In the last fundamental part of the course, we will describe the conflict between driving safety and comfort. The course will be finished with two applications from automotive mechatronics.

What will I learn?

At the end of the course you will …

  • know different kinds of suspensions, springs and dampers.
  • know the description of rough and bumpy streets
  • understand the Fourier integral
  • understand the conflict between driving safety and comfort
  • be able to calculate simple properties of a car

What do I have to know?

Some basic understanding of the following subjects will help you successfully participate in this course: Algebra; Trigonometric Functions; Differential Calculus; Linear Algebra; Vectors; Coordinate Systems; Force, Torque, Equilibrium; Mass, Center of Gravity, Moment of Inertia; Method of Sections, Friction, Newton's Law, (Lagrange's Equation)

Workload

  • approx. 3 hours per week and exam preparation

Do I get a certificate?

Students participating in this course can earn the official Statement of Participation.

Requirements for receiving the Statement of Participation are to participate in the final exam.