ISSN 0869-6632 (Print)
ISSN 2542-1905 (Online)


Turukina L. V.

 Turukina L. V.'s picture
E-mail: 
turukinalv@yandex.ru
Lastname: 
Turukina
First name: 
L.
Middle name: 
V.
Sex: 
Female
Degree: 
Candidate of Sciences
Academic rank: 
Docent
Position: 
Доцент СГУ, старший научный сотрудник СФ ИРЭ РАН
Country: 
Russia
Additional information: 
Область научных интересов - динамический хаос, критические явления на пороге хаоса, сложная динамика нелинейных осцилляторов и автоколебательных систем с внешним периодическим воздействием в контексте сопоставления различных подходов к их описанию, синхронизация короткими импульсами и управление неустойчивыми режимами посредством коротких импульсов. Автор более 50 научных публикаций, из них около 20 статей в российских и зарубежных журналах.

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Статьи автора

Авторы Название статьи Журнал
Turukina L. V., Chernyshov N. Y. Synchronization of reactively coupled phase oscillators driven by external force
Kuznetsov A. P., Turukina L. V. «Oscillator death» and quasiperiodic bifurcations in low-dimensional ensemble of van der Pol oscillators
Kuznetsov A. P., Sataev I. R., Stankevich N. V., Turukina L. V. Physics of quasi-periodic oscillations
Kuznetsov A. P., Turukina L. V. Subharmonic resonance in a system of two dissipative coupled van der Pol oscillators with external force
Kuznetsov A. P., Turukina L. V., Sataev I. R., Chernyshov N. Y. Synchronization and multi-frequency quasi-periodicity in the dynamics of coupled oscillators
Kuznetsov A. P., Seliverstova E. S., Trubetskov D. I., Turukina L. V. Phenomenon of the van der pol equation
Kuznetsov S. P., Turukina L. V. Complex dynamics and chaos in electronic self-oscillator with saturation mechanism provided by parametric decay
Kuznetsov A. P., Turukina L. V. Stable quasi-periodic and periodic regimes initiated by the short pulses in system with unstable limit cycle
Kuznetsov A. P., Turukina L. V. Synchronization in systems with bimodal dynamics
Kuznetsov A. P., Stankevich N. V., Turukina L. V. Features of the synchronization picture by the pulses in the system with 3-dimensional phase space by the example of the Ressler system
Ajdarova J. S., Kuznetsov A. P., Turukina L. V. The comparative analysis of synchronization by a harmonious and pulse force by the example of lorentz system
Kuznetsov A. P., Kuznetsov S. P., Pikovsky A. S., Turukina L. V. Chaotic dynamics in the systems of coupling nonautonomous oscillators with resonance and nonresonance communicator of the signal
Kuznetsov A. P., Emelianova Y. P., Stankevich N. V., Turukina L. V. Pulsed synchronization and synchronization in coupled systems: new aspects of classical problem
Kuznetsov A. P., Stankevich N. V., Turukina L. V. Coupled van der pol and van der Pol–Duffing oscillators: dynamics of phase and computer simulation
Turukina L. V., Pikovsky A. S. Hyperbolic chaos in a system of nonlinear coupled Landau-Stuart oscillators
Kuznetsov A. P., Sataev I. R., Turukina L. V. Phase dynamics of periodically driven quasiperiodic self­-vibrating oscillators
Kuznetsov S. P., Turukina L. V. Attractors of Smale–Williams type in periodically kicked model systems
Kuznetsov A. P., Sataev I. R., Turukina L. V. On the way towards multidimensional tori
Emelianova Y. P., Kuznetsov A. P., Turukina L. V. Dynamics of three coupled van der Pol oscillators with non-identical controlling parameters
Kuznetsov A. P., Sataev I. R., Sedova Y. V., Turukina L. V. On modelling the dynamics of coupled self-oscillators using the simplest phase maps
Kuznetsov S. P., Turukina L. V. Generalized Rabinovich–Fabrikant system: equations and its dynamics
Turukina L. V. Dynamics of the Rabinovich–Fabrikant system and its generalized model in the case of negative values of parameters that have the meaning of dissipation coefficients
Kuznetsov A. P., Turukina L. V., Savin A. V., Sataev I. R., Sedova Y. V., Milovanov S. V. Multi-parameter picture of transition to chaos
Turukina L. V. Parametric interaction of modes in the presence of quadratic or cubic nonlinearity
Kuznetsov A. P., Turukina L. V. Synchronization of self-oscillating Van der Pol - duffing system by the short pulses
Kuznetsov A. P., Turukina L. V. Kicked Van der Pol oscillator: from differential equation to maps
Kuznetsov A. P., Turukina L. V. Dynamical systems of different classes as models of the kicked non-linear oscillator