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Homoclinic chaos and the Poincaré-Melnikov method
In this thesis is to describe the use of the Poincaré-Melnikov method in the detection of homoclinic phenomena, and hence chaotic dynamics. After a short review of the theory of dynamical system, it is introduced the Poincaré-Melnikov method and its extension to the case of heteroclinic orbits.
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Melnikov's Method for Spatial Periodic Field and Bifurcation in a Modified Sine-Gordon Model
, 1998 A. Kenfack, T. C. Kofané
semanticscholar +1 more source
Application of RMR Method for Noise Prediction on Latvian Railway
This paper is a report on experimental investigation of railway rolling stock noise levels on the Latvian railway and contains comparison of experimentally obtained data with the results of modeling in CadnaA, the software for predictive acoustics, using
Baranovskis, Andrejs
core
Melnikov processes and chaos in randomly perturbed dynamical systems
, 2018 K. Yagasaki
semanticscholar +1 more source