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  • ZUG4017 – Mechanical Vibrations Analysis (Elective)

ZUG4017 – Mechanical Vibrations Analysis (Elective)

Undergraduate – Module

Refer to the specific census and withdrawal dates for the semester(s) in which this module is offered.


Business, Engineering and Technology


South Africa
On-campus block of classes

  • Semester 1, 2021 (Mainstream Programme)
  • Semester 1, 2022 (Extended Programme)

8 credits, NQF Level 7


The module discusses the vibration elements of engineering in machinery operation. The emphasis is on the formulation of dynamic models of typical mechanical systems in the context of single and multi-degrees of freedom. Discrete models also form part of vibrational analysis because of their effectiveness. Of particular importance are the governing equations for vibrational analysis under steady and transient conditions. Standard numerical solutions from the mathematics are used for the purpose of analysis with the   focus being in the correct interpretation of results for design application. The vibration measuring and monitoring process is also an important element of analysis.


On completion of the module, students will be expected to be able to:


Understand the concept of vibration in mechanical engineering


Formulate dynamic models of typical mechanical systems


Formulate the appropriate equations for vibration analysis


Solve the vibration problems by employing suitable equations


Apply vibration analysis techniques


Coursework assessment: 25%
Examination: 75%

Workload requirements

Uncontrolled vibrations in machinery are one of the main causes of catastrophic failure of machine components. The measuring and correct diagnostics of vibration related problems can provide an early warning of imminent failure of mechanical components, particularly the rotating parts. The application of vibration analysis in machine design will enhance the life expectancy of machinery when in service. There will be a combination of lectures, that will include interactive elements. All outcomes will be assessed by means of class tests and a final examination.

Chief examiner(s)





Fundamental Principles in Machine Dynamics, Machine Dynamics for Engineering Systems



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