HOW OBJECTS WHICH "MUST NOT EXIST REALLY" CAN BE SEEN IN EXPERIMENT

Cite this article as:

Bezruchko B. P., Prokhorov M. D., Seleznev Е. P. HOW OBJECTS WHICH "MUST NOT EXIST REALLY" CAN BE SEEN IN EXPERIMENT. Izvestiya VUZ. Applied Nonlinear Dynamics, 1993, vol. 1, iss. 1, pp. 117-?.

Using nonautonomous nonlinear oscillator, we demonstrate the experimental approach, which permit to illustrate the role of unstability in complicated dynamics formation of nonlinear systems. The experimental system for observation of nonequi­librium processes is described, which permits to see on oscilloscop the unstable cycles in face space, to estimate the stability of states, to investigate the structure of chaotic attractors.

Authors: 
Bezruchko B. P., Saratov State University, ul. Astrakhanskaya, 83, Saratov, 410012, Russia , bezruchkobp@gmail.com
Prokhorov Mikhail Dmitrievich, Saratov Branch of Kotel`nikov Institute of Radiophysics and Electronics of Russian Academy of Sciences, ul. Zelyonaya, 38, Saratov, 410019, Russia , mdprokhorov@yandex.ru
Seleznev Е. P., Saratov Branch of Kotel`nikov Institute of Radiophysics and Electronics of Russian Academy of Sciences, ul. Zelyonaya, 38, Saratov, 410019, Russia , evgenii_seleznev@mail.ru
Key words: 
-
Heading: 
Methodical Papers on Nonlinear Dynamics
Status: 
одобрено к публикации
Short Text (PDF): 
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Full Text (PDF): 
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BibTeX

@article{Безручко-IzvVUZ_AND-1-1-117,
author = {B. P. Bezruchko and Mikhail Dmitrievich Prokhorov and Е. P. Seleznev},
title = {HOW OBJECTS WHICH "MUST NOT EXIST REALLY" CAN BE SEEN IN EXPERIMENT},
year = {1993},
journal = {Izvestiya VUZ. Applied Nonlinear Dynamics},
volume = {1},number = {1},
url = {https://old-andjournal.sgu.ru/en/articles/how-objects-which-must-not-exist-really-can-be-seen-in-experiment},
address = {Саратов},
language = {russian},
doi = {?},pages = {117--?},issn = {0869-6632},
keywords = {-},
abstract = {Using nonautonomous nonlinear oscillator, we demonstrate the experimental approach, which permit to illustrate the role of unstability in complicated dynamics formation of nonlinear systems. The experimental system for observation of nonequi­librium processes is described, which permits to see on oscilloscop the unstable cycles in face space, to estimate the stability of states, to investigate the structure of chaotic attractors. }}