A procedure for determining the current parameters
of the oscillator is based
on the calculation of the wavelet coefficients of the signal system using fast
discrete wavelet transform and application of the differentiation formulas
wavelet expansions.
Cite this paper
Abdullayev, N. T. , Dyshin, O. A. and Dadashova, D. A. (2017). Identification of the Oscillator Parameters of the Van der Pol Oscillator Using Wavelet Analysis. Open Access Library Journal, 4, e3718. doi: http://dx.doi.org/10.4236/oalib.1103718.
Dyshin, O.A. (2008) The Method of Calculating the Matrix of Sustainable Performance in Wavelet Basis Functions of Differential Operators. Proceedings of the Azerbaijan, 27, 76-82.
Koronovsky, A.A., Kurovskaya, M.C. and Khramov, A.E. (2009) Distribution of the Laminar Phases for the Intermittency of Type I in the Presence of Noise. Applied Nonlinear Dynamics, 17, 43-59.