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- Title
DOUBLE PENDULUM'S SLOW DYNAMICS ANALYSIS.
- Authors
MUNTEANU, LIGIA; IONESCU, MARIUS; STAN, NICOLETA; MOSNEGUTU, VALERICA; CHIROIU, VETURIA
- Abstract
By extending the analysis of the slow dynamics, the solutions of a double pendulum motion written as a linear superposition of Coulomb vibrations have broken symmetry concerning the driving excitation. The solutions allow a qualitative analysis not only of the quasi-periodic behavior but also of the chaotic behavior of the pendulum. The solutions permit understanding what causes an oscillation to lose its periodicity and hence become chaotic.
- Subjects
PENDULUMS; CHAOS theory; VIBRATION (Mechanics); OSCILLATIONS; MATHEMATICAL models
- Publication
Romanian Journal of Technical Sciences - Applied Mechanics, 2024, Vol 69, Issue 1, p89
- ISSN
2601-5811
- Publication type
Article
- DOI
10.59277/rjts-am.2024.1.05