Hohenauer-Physical modelling based on first order ODEs

By W. Hohenauer

Download (PDF)

Licensed according to this deed.

Published on


Hohenauer, W.  Physical modelling based on first order ODEs. Notes. 22 pp.

http://www.phox.at/upload/Physical%20modelling%20based%20on%20first%20order%20ODEs%20(v1.3).pdf . Accessed 3 March 2018.

Abstract:  An introduction in techniques to solve first order ODE´s is given. Barometric formula, charging and discharging of a capacitor including its application for AMV, magnetic induction and growth effects are discussed. Physics of magnetic induction motivates to extend modelling capabilities in oscillation phenomena.

Keywords: model, differential equations, capacitor, induction, magnet, magnetic induction

Cite this work

Researchers should cite this work as follows:

  • W. Hohenauer (2018), "Hohenauer-Physical modelling based on first order ODEs," https://simiode.org/resources/4448.

    BibTex | EndNote


Footer - a work in progress.