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- Title
NON-LINEAR OSCILLATION OF A MASS ATTACHED TO A STRETCHED ELASTIC WIRE IN A FRACTAL SPACE.
- Authors
Feng REN
- Abstract
The challenge for a non-linear vibration system in a fractal space is more fractal dimensions than frequency-amplitude relationship, the system energy consumption depends upon its fractal property, so its best-case scenario is to establish a relationship among the fractal dimensions, frequency and amplitude. For this purpose, this paper studies a fractal-fractional vibration system of a mass attached to a stretched elastic wire in a fractal space, and its asymptotic periodic property is elucidated, the effect of the fractal dimensions on the vibration system is discussed. This paper offers a new road to fast and reliable analysis of fractal oscillators with high accuracy.
- Subjects
NONLINEAR oscillations; FRACTAL dimensions; FRACTAL analysis; FRACTALS; NONLINEAR oscillators; NONLINEAR systems; WIRE
- Publication
Thermal Science, 2024, Vol 28, Issue 3A, p2165
- ISSN
0354-9836
- Publication type
Article
- DOI
10.2298/TSCI2403165R