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Discrete-time signals and noises fractional generators
Zaitsev V.V., Karlov A.V., Karlov (jr) A.V.
The harmonic model of a nonlinear resonance in discrete time
Zaitsev V.V., Shilin A.N.
About generation of the third harmonica of self-oscillations in Hartley and Meiβner’s schemes
Zaitsev V.V., Karlov A.V., Fedyunin E.Y.
Discrete model of the coupled nonlinear oscillators
Fedyunin E.Y., Shilin A.N.
The discrete biharmonic model of Thomson self-oscillators
Borisova I.E., Verbitsky A.A., Zaitsev V.V.
Finite-difference model of the fractional oscillator of Van der Pol
Zaitsev V.V., Karlov A.V., Shilin A.N., Fedyunin E.Y.
The generator of monochromatic self-oscillations in discrete time
Zaitsev V.V., Fedyunin E.Y.
Self-synchronization of Thomson self-oscillatory systems in discrete time
Zaitsev V.V., Zaitsev O.V., Stulov I.V.
Averaging method and the algorithm of generation of discrete time self-oscillations
Zaitsev V.V., Karlov (jr) A.V., Kaplov A.V.
About generators of dynamic chaos on the basis of the modified Lorentz’s models
Zaitsev V.V., Karlov A.V., Nuraev D.B.
Parametric resonance in a nonlinear discrete time oscillator
Zaitsev V.V., Karlov A.V., Yarovoy G.P.
About discrete models of oscillatory systems
Zaitsev V.V., Karlov A.V., Shilin A.V., Fedyunin E.Y.
The synchronization of discrete-time Van der Pol oscillator with harmonic signal
Zaitsev V.V., Agibalov S.A., Karlov A.V.
The mapping of Duffing oscillator in discrete time
Zaitsev V.V., Shilin A.N., Yudin A.N.
The linearization method and algorithms of nonlinear oscillations generation in discrete-time
Zaitsev V.V., Karlov (jr) A.V., Yarovoy G.P.
About discrete mapping the Van der Pol oscillator
Zaitsev V.V.
1 - 16 of 16 Items

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