Abstract
The Lorenz, Chua, Anishchenko-Astakhov and Dmitriev-Kislov nonlinear systems with dynamic chaos are diagnosed on the basis of representations of signals in the form of pulse random processes, and statistical estimates of the distributions of histograms of parameters of nonharmonic signal spectral decompositions are obtained. Two- and three-dimensional fractional power spectra of signals of nonlinear dynamic systems are investigated in the case when the time sampling parameters are quasi-resonantly affected.
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