Integraltransformationsmethoden

What it is about

You learn integral transform methods (Laplace, Fourier and Wavelet transformation) and their application to solving ordinary and partial differential equations as well as systems of such equations. In the end you will be able to apply the methods to typical mechanical problem formulations (e.g. single- and multi-degree-of-freedom systems, time series analysis) and assess the results.

What you will be able to do

• Understand mathematical foundations of integral transformations
• Apply integral transformations to ODEs and PDEs
• Analyze and evaluate results
• Targeted use of methods on mechanical problem formulations

What the module consists of

• LehrvideosDelivery of content at individually selectable speed
• ÜbungsveranstaltungenApplication of the conveyed foundations and concepts to problems; support during practice
• ArbeitsblätterPractice problems for deepening and training

Teaching method

• Lehrvideos über Moodleenable self-directed learning of complex content
• Übungsveranstaltungenpractice-oriented application and deepening of the video content
• Arbeitsblätter (online)for independent practice and deepening