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Energy decay rate of solutions for a plate equation with nonlocal source and singular nonlocal damping terms
Journal article

Energy decay rate of solutions for a plate equation with nonlocal source and singular nonlocal damping terms

Hongwei Zhang, Donghao Li, Shuo Liu and Khaled Zennir
International journal of nonlinear analysis and applications, Vol.13(2), pp.1505-1512
01/01/2022
DOI: https://doi.org/10.22075/ijnaa.2021.23030.2462

Abstract

Mathematics Physical Sciences Science & Technology
The initial-boundary value problem for a plate equation with a nonlocal source and singular nonlocal damping terms is considered. By using the multiplier method and weighted integral inequalities, we prove that the energy decays exponentially when the damping term has a certain singular nonlinearity. The results of this paper improve the earlier results.

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