Multiple Periodic Solutions for Suspension Bridge Systems

Authors

Chen Huang, University of Shanghai for Science and TechnologyFollow
Gao Jia, University of Shanghai for Science and TechnologyFollow
Zhonghai Ding, University of Nevada, Las VegasFollow

Document Type

Article

Publication Date

4-18-2019

Publication Title

Journal of Mathematical Analysis and Applications

First page number:

1

Last page number:

13

Abstract

This paper studies the existence of multiple periodic oscillations of the suspension bridge system governed by the coupled nonlinear beam and wave equations. By using the degree theory, it is proved that the system has at least three periodic solutions.

Keywords

Suspension bridge; Nonlinear periodic oscillation; Brouwer degree

Disciplines

Mathematics

Language

English

Repository Citation

Huang, C., Jia, G., Ding, Z. (2019). Multiple Periodic Solutions for Suspension Bridge Systems. Journal of Mathematical Analysis and Applications 1-13.
http://dx.doi.org/10.1016/j.jmaa.2019.04.041