Mathematical Modelling of Nonlinear Dynamic Systems

21st International Scientific Conference "Engineering for Rural Development": Proceedings. Vol.21 2022
Inna Samuilika, Felix Sadyrbaev, Svetlana Atslega

Attracting sets for systems of ordinary differential equations, which arise in multiple applications, are constructed. The six-dimensional system is in the focus. The construction is based on previously obtained attractors for systems of orders two and three. First, the uncoupled six-dimensional system is considered. Adding some additional elements makes this system coupled. The attractors, however, remain in a modified form. The graphs of all six solutions are provided as visual evidence of the existence of attractors.

Keywords
networks, mathematical model, dynamical system, attractors, chaos
DOI
10.22616/ERDev.2022.21.TF051
Hyperlink
https://www.tf.llu.lv/conference/proceedings2022/

Samuilika, I., Sadyrbaev, F., Atslega, S. Mathematical Modelling of Nonlinear Dynamic Systems. In: 21st International Scientific Conference "Engineering for Rural Development": Proceedings. Vol.21, Latvia, Jelgava, 26-27 May, 2022. Jelgava: Latvia University of Life Sciences and Technologies, 2022, pp.172-178. ISSN 1691-5976. Available from: doi:10.22616/ERDev.2022.21.TF051

Publication language
English (en)