We found a match
Your institution may have rights to this item. Sign in to continue.
- Title
FRACTAL OSCILLATION AND ITS FREQUENCY-AMPLITUDE PROPERTY.
- Authors
HE, JI-HUAN; KOU, SHUAI-JIA; HE, CHUN-HUI; ZHANG, ZUO-WEI; GEPREEL, KHALED A.
- Abstract
When an oscillator vibrates in a porous medium or along an unsmooth surface, a fractal model can be adopted using the two-scale fractal derivative. This paper elucidates a simple but effective method for fast and exclusive insight into the asymptotically periodic property at the initial stage and the extremely low frequency property when time tends to infinity. Some examples are illustrated to show the one-step solution process and the accurate results.
- Subjects
POROUS materials; OSCILLATIONS; DUFFING equations; FRACTAL analysis; INFINITY (Mathematics)
- Publication
Fractals, 2021, Vol 29, Issue 4, pN.PAG
- ISSN
0218-348X
- Publication type
Article
- DOI
10.1142/S0218348X2150105X