A generalized model of the phase capture region with unilateral interaction and refractoriness of atrial ventricular pacemakers of AB-block fibrillation

Авторы: Belyakin S.T., Шутеев С.А.
Сборник: Innovative Journal of Medical and Health Science
Серия: 07
Том: 11
Год издания: 2021
Первая страница: 1813
Последняя страница: 1824
Номер статьи: 3366
DOI: 10.15520/ijmhs.v11i06.3317
Аннотация: The study of the effect of periodic exposure to relaxation oscillations occurring in a Van der Pol-type oscillator greatly influenced the development of mathematics in this direction. Early studies of such models demonstrated both bistability (the possibility of observing one of two modes depending on the initial conditions) and aperiodic dynamics. These and some other results predetermined the development of the theory of maps with complex dynamics. Studies of periodic effects on nonlinear oscillators have shown that multistability and aperiodic dynamics can be explained by considering one-dimensional circle maps (functions that map the circle's circumference to themselves, see below). It was also shown that such maps can demonstrate aperiodic dynamics as a result of a sequence of bifurcations of doubling the period.
Добавил в систему: Белякин Сергей Тихонович

№	Имя	Описание	Имя файла	Размер	Добавлен
1.	Полный текст	A generalized model of the phase capture region with unilateral interaction and refractoriness of atrial ventricular pacemakers of AB-block fibrillation	A_generalized_model_of_the_phase_capture_region_with_unilat…	1,1 МБ	10 августа 2021 [Sergey111]
2.	Результаты экспериментов	A generalized model of the phase capture region with unilateral interaction and refractoriness of atrial ventricular pacemakers of AB-block fibrillation	A_generalized_model_of_the_phase_capture_region_with_unilat…	775,2 КБ	10 августа 2021 [Sergey111]

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