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- Title
Bifurcation, geometric constraint, chaos, and its control in a railway wheelset system.
- Authors
Li, Junhong; Cui, Ning
- Abstract
In this paper, an improved railway wheelset system is presented. The dynamical behaviors of the system are investigated, including dissipativity and invariance of the system, stability of zero‐equilibrium point, and the bifurcation characteristics of railway wheelset system at zero equilibrium point. Furthermore, the chaotic behaviors of the motion of railway wheelset and the dynamical behaviors of the railway wheelset system under geometric constraint are studied. It shows that the railway wheelset system has complex dynamical phenomena owing to nonlinear factor and the railway wheelset system may have different complex dynamical behaviors with different nonlinear parameters. In addition, the motion of railway wheelset also has chaotic behaviors under geometric constraint. Finally, the chaos control of the railway wheelset system is achieved by using linear feedback control method. The numerical simulations are carried out in order to analyze the complex phenomena of the railway wheelset system.
- Subjects
BOGIES (Vehicles); RAILROADS; DYNAMICAL systems
- Publication
Mathematical Methods in the Applied Sciences, 2023, Vol 46, Issue 6, p7311
- ISSN
0170-4214
- Publication type
Article
- DOI
10.1002/mma.8972