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- Title
SOLITARY WAVE SOLUTION FOR THE NON-LINEAR BENDING WAVE EQUATION BASED ON HE'S VARIATIONAL METHOD.
- Authors
Chu-Han SHANG; Huai-An YI
- Abstract
A beam vibration originating in the beam porous structure or on a non-smooth boundary might make its vibrating energy concentrated on a single wave, leading to a solitary wave. This paper applies the variational approach to analysis of the soliton basic property, and the effect of the fractal dimensions on the solitary wave is elucidated. This paper is to draw attention the beam soliton property beyond its widely known resonance and periodic and chaotic properties.
- Subjects
NONLINEAR wave equations; NONLINEAR waves; FRACTAL dimensions; SOLITONS
- Publication
Thermal Science, 2024, Vol 28, Issue 3A, p1983
- ISSN
0354-9836
- Publication type
Article
- DOI
10.2298/TSCI2403983S