The Study Spectral Analysis To Random Vibrations For Nonlinear Oscillators

Journal Title: Scientific Bulletin, Automotive Series - Year 2017, Vol 27, Issue 1

Abstract

In the theory of random vibrations, some basic principles of the probability theory are applied. Random vibration can be represented in the frequency domain in terms of a Fourier transform or Power Spectral Density Function. In this paper we will study the nonlinear vibration of an oscillator by determining the spectral density of response. We will present the corresponding numerical results and the spectral density diagrams of the response according to the frequency. The method will be briefly discussed in the following section.

Authors and Affiliations

Petre STAN, Marinica STAN

Keywords

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  • EP ID EP288812
  • DOI 10.26825/bup.ar.2017.005
  • Views 41
  • Downloads 0

How To Cite

Petre STAN, Marinica STAN (2017). The Study Spectral Analysis To Random Vibrations For Nonlinear Oscillators. Scientific Bulletin, Automotive Series, 27(1), 35-42. https://europub.co.uk/articles/-A-288812